{
"tiddlers": {
"$:/config/EditorTypeMappings/image/gif": {
"title": "$:/config/EditorTypeMappings/image/gif",
"text": "bitmap"
},
"$:/config/EditorTypeMappings/image/jpeg": {
"title": "$:/config/EditorTypeMappings/image/jpeg",
"text": "bitmap"
},
"$:/config/EditorTypeMappings/image/jpg": {
"title": "$:/config/EditorTypeMappings/image/jpg",
"text": "bitmap"
},
"$:/config/EditorTypeMappings/image/png": {
"title": "$:/config/EditorTypeMappings/image/png",
"text": "bitmap"
},
"$:/config/EditorTypeMappings/image/x-icon": {
"title": "$:/config/EditorTypeMappings/image/x-icon",
"text": "bitmap"
},
"$:/config/EditorTypeMappings/text/vnd.tiddlywiki": {
"title": "$:/config/EditorTypeMappings/text/vnd.tiddlywiki",
"text": "text"
},
"$:/core/copyright.txt": {
"title": "$:/core/copyright.txt",
"type": "text/plain",
"text": "TiddlyWiki created by Jeremy Ruston, (jeremy [at] jermolene [dot] com)\n\nCopyright © Jeremy Ruston 2004-2007\nCopyright © UnaMesa Association 2007-2014\n\nRedistribution and use in source and binary forms, with or without modification,\nare permitted provided that the following conditions are met:\n\nRedistributions of source code must retain the above copyright notice, this\nlist of conditions and the following disclaimer.\n\nRedistributions in binary form must reproduce the above copyright notice, this\nlist of conditions and the following disclaimer in the documentation and/or other\nmaterials provided with the distribution.\n\nNeither the name of the UnaMesa Association nor the names of its contributors may be\nused to endorse or promote products derived from this software without specific\nprior written permission.\n\nTHIS SOFTWARE IS PROVIDED BY THE COPYRIGHT HOLDERS AND CONTRIBUTORS 'AS IS' AND ANY\nEXPRESS OR IMPLIED WARRANTIES, INCLUDING, BUT NOT LIMITED TO, THE IMPLIED WARRANTIES\nOF MERCHANTABILITY AND FITNESS FOR A PARTICULAR PURPOSE ARE DISCLAIMED. IN NO EVENT\nSHALL THE COPYRIGHT OWNER OR CONTRIBUTORS BE LIABLE FOR ANY DIRECT, INDIRECT,\nINCIDENTAL, SPECIAL, EXEMPLARY, OR CONSEQUENTIAL DAMAGES (INCLUDING, BUT NOT LIMITED\nTO, PROCUREMENT OF SUBSTITUTE GOODS OR SERVICES; LOSS OF USE, DATA, OR PROFITS; OR\nBUSINESS INTERRUPTION) HOWEVER CAUSED AND ON ANY THEORY OF LIABILITY, WHETHER IN\nCONTRACT, STRICT LIABILITY, OR TORT (INCLUDING NEGLIGENCE OR OTHERWISE) ARISING IN\nANY WAY OUT OF THE USE OF THIS SOFTWARE, EVEN IF ADVISED OF THE POSSIBILITY OF SUCH\nDAMAGE.\n"
},
"$:/core/images/cancel-button": {
"title": "$:/core/images/cancel-button",
"tags": "$:/tags/Image",
"text": "<svg class=\"tw-image-cancel-button tw-image-button\" viewBox=\"366 150 58 58\" width=\"22pt\" height=\"22pt\"><path d=\"M 414.76236 158.98764 C 403.77887 148.0041 385.97113 148.0041 374.98764 158.98764 C 364.0041 169.97113 364.0041 187.77887 374.98764 198.76236 C 385.97113 209.7459 403.77887 209.7459 414.76236 198.76236 C 425.7459 187.77887 425.7459 169.97113 414.76236 158.98764 M 385.3967 165.32954 L 385.3967 165.32954 L 394.77674 174.7096 L 404.3533 165.13303 C 405.53068 163.95566 407.4396 163.95566 408.61697 165.13303 C 409.79434 166.31041 409.79434 168.21932 408.61697 169.39669 L 399.0404 178.97325 L 408.42046 188.35331 C 409.59783 189.53068 409.59783 191.43959 408.42046 192.61697 L 408.42046 192.61697 C 407.24308 193.79434 405.33417 193.79434 404.1568 192.61697 L 394.77675 183.23692 L 385.5932 192.42046 C 384.41583 193.59783 382.50692 193.59783 381.32954 192.42046 L 381.32954 192.42046 C 380.15217 191.24308 380.15217 189.33417 381.32954 188.1568 C 381.32954 188.1568 381.32954 188.1568 381.32954 188.1568 L 381.32954 188.1568 L 381.32954 188.1568 L 390.51309 178.97326 L 381.13303 169.5932 C 379.95566 168.41583 379.95566 166.50692 381.13303 165.32954 L 381.13303 165.32954 C 382.3104 164.15217 384.21932 164.15217 385.3967 165.32954 C 385.3967 165.32954 385.3967 165.32954 385.3967 165.32954 Z\"/></svg>"
},
"$:/core/images/chevron-left": {
"title": "$:/core/images/chevron-left",
"tags": "$:/tags/Image",
"text": "<svg class=\"tw-image-chevron-left tw-image-button\" width=\"22pt\" height=\"22pt\" viewBox=\"0 0 128 128\" version=\"1.1\">\n <g>\n <path d=\"M97.7982405,98.1688105 L152.184015,43.4979042 C155.938662,39.7236635 155.938662,33.6043964 152.184015,29.8301557 C148.429583,26.0559364 142.342116,26.0559364 138.587684,29.8301557 L91.0000107,77.667222 L43.4123803,29.8301557 C39.6578195,26.0559364 33.5704813,26.0559364 29.8159206,29.8301557 C26.0613598,33.6043964 26.0613598,39.7236635 29.8159206,43.4979042 L84.2017595,98.1688105 C87.9563202,101.943051 94.0436798,101.943051 97.7982405,98.1688126 L97.7982405,98.1688105 Z\" transform=\"translate(91.000000, 63.999491) rotate(-270.000000) translate(-91.000000, -63.999491) \"></path>\n <path d=\"M43.7982405,98.1688105 L98.1840153,43.4979042 C101.938662,39.7236635 101.938662,33.6043964 98.1840153,29.8301557 C94.4295828,26.0559364 88.3421164,26.0559364 84.5876838,29.8301557 L37.0000107,77.667222 L-10.5876197,29.8301557 C-14.3421805,26.0559364 -20.4295187,26.0559364 -24.1840794,29.8301557 C-27.9386402,33.6043964 -27.9386402,39.7236635 -24.1840794,43.4979042 L30.2017595,98.1688105 C33.9563202,101.943051 40.0436798,101.943051 43.7982405,98.1688126 L43.7982405,98.1688105 Z\" transform=\"translate(37.000000, 63.999491) rotate(-270.000000) translate(-37.000000, -63.999491) \"></path>\n </g>\n</svg>"
},
"$:/core/images/chevron-right": {
"title": "$:/core/images/chevron-right",
"tags": "$:/tags/Image",
"text": "<svg class=\"tw-image-chevron-right tw-image-button\" width=\"22pt\" height=\"22pt\" viewBox=\"0 0 128 128\">\n <g>\n <path d=\"M97.7982405,98.1688105 L152.184015,43.4979042 C155.938662,39.7236635 155.938662,33.6043964 152.184015,29.8301557 C148.429583,26.0559364 142.342116,26.0559364 138.587684,29.8301557 L91.0000107,77.667222 L43.4123803,29.8301557 C39.6578195,26.0559364 33.5704813,26.0559364 29.8159206,29.8301557 C26.0613598,33.6043964 26.0613598,39.7236635 29.8159206,43.4979042 L84.2017595,98.1688105 C87.9563202,101.943051 94.0436798,101.943051 97.7982405,98.1688126 L97.7982405,98.1688105 Z\" transform=\"translate(91.000000, 63.999491) rotate(-90.000000) translate(-91.000000, -63.999491) \"></path>\n <path d=\"M43.7982405,98.1688105 L98.1840153,43.4979042 C101.938662,39.7236635 101.938662,33.6043964 98.1840153,29.8301557 C94.4295828,26.0559364 88.3421164,26.0559364 84.5876838,29.8301557 L37.0000107,77.667222 L-10.5876197,29.8301557 C-14.3421805,26.0559364 -20.4295187,26.0559364 -24.1840794,29.8301557 C-27.9386402,33.6043964 -27.9386402,39.7236635 -24.1840794,43.4979042 L30.2017595,98.1688105 C33.9563202,101.943051 40.0436798,101.943051 43.7982405,98.1688126 L43.7982405,98.1688105 Z\" transform=\"translate(37.000000, 63.999491) rotate(-90.000000) translate(-37.000000, -63.999491) \"></path>\n </g>\n</svg>"
},
"$:/core/images/close-button": {
"title": "$:/core/images/close-button",
"tags": "$:/tags/Image",
"text": "<svg class=\"tw-image-close-button tw-image-button\" viewBox=\"222 150 56 56\" width=\"22pt\" height=\"22pt\"><path d=\"M 249.56668 185.88827 L 267.06757 203.38916 C 269.26427 205.58586 272.82582 205.58586 275.02252 203.38916 L 275.02252 203.38916 C 277.21922 201.19246 277.21922 197.63091 275.02252 195.43421 L 257.52163 177.93332 L 275.38916 160.06579 C 277.58586 157.86909 277.58586 154.30754 275.38916 152.11084 C 273.19246 149.91414 269.63091 149.91414 267.43421 152.11084 L 249.56668 169.97837 L 232.06579 152.47748 L 232.06579 152.47748 C 232.06579 152.47748 232.06579 152.47748 232.06579 152.47748 C 229.86909 150.28078 226.30754 150.28078 224.11084 152.47748 L 224.11084 152.47748 C 221.91414 154.674175 221.91414 158.23573 224.11084 160.43243 L 241.61173 177.93332 L 224.47748 195.06757 L 224.47748 195.06757 L 224.47748 195.06757 C 224.47748 195.06757 224.47748 195.06757 224.47748 195.06757 C 222.28078 197.26427 222.28078 200.82583 224.47748 203.02252 L 224.47748 203.02252 C 226.67418 205.21922 230.23573 205.21922 232.43243 203.02252 Z\"/></svg>\n"
},
"$:/core/images/delete-button": {
"title": "$:/core/images/delete-button",
"tags": "$:/tags/Image",
"text": "<svg class=\"tw-image-delete-button tw-image-button\" viewBox=\"303 155 39 50\" width=\"17pt\" height=\"22pt\"><path d=\"M 333 164.25 L 333 157.25 C 333 156.14543 332.10457 155.25 331 155.25 L 314.75 155.25 C 314.75 155.25 314.75 155.25 314.75 155.25 C 313.64543 155.25 312.75 156.14543 312.75 157.25 L 312.75 164.25 L 303.75 164.25 L 303.75 168.75 L 306 168.75 L 306 201.75 L 306 201.75 L 306 201.75 C 306 203.40685 307.34315 204.75 309 204.75 L 336.75 204.75 C 338.40685 204.75 339.75 203.40685 339.75 201.75 L 339.75 168.75 L 342 168.75 L 342 164.25 Z M 317.25 160.75 L 317.25 160.75 C 317.25 160.19772 317.69772 159.75 318.25 159.75 C 318.25 159.75 318.25 159.75 318.25 159.75 L 327.5 159.75 C 328.05228 159.75 328.5 160.19772 328.5 160.75 L 328.5 164.25 L 317.25 164.25 L 317.25 160.75 Z M 310.5 168.75 L 312.75 168.75 L 312.75 200.25 L 310.5 200.25 Z M 317.25 168.75 L 319.5 168.75 L 319.5 200.25 L 317.25 200.25 Z M 324 168.75 L 326.25 168.75 L 326.25 200.25 L 324 200.25 Z M 330.75 168.75 L 333 168.75 L 333 200.25 L 330.75 200.25 Z\"/></svg>\n"
},
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"title": "$:/core/images/done-button",
"tags": "$:/tags/Image",
"text": "<svg class=\"tw-image-done-button tw-image-button\" viewBox=\"434 150 68 55\" width=\"22pt\" height=\"18pt\"><path d=\"M 438.49266 178.00797 L 439.00744 177.49319 C 441.35054 175.15008 445.14946 175.15004 447.49262 177.49309 L 452.50734 182.50757 C 454.8505 184.85063 458.6494 184.85058 460.99252 182.50748 L 488.50747 154.99255 C 490.85058 152.64944 494.6495 152.6494 496.99266 154.99246 L 497.50722 155.506995 C 499.8504 157.85009 499.8505 161.64908 497.5074 163.99228 C 497.50738 163.99229 497.50736 163.99231 497.50734 163.99233 L 460.9926 200.5077 C 458.64947 202.85087 454.85048 202.8509 452.50732 200.50778 C 452.5073 200.50777 452.5073 200.50777 452.5073 200.50776 L 438.49268 186.49327 C 436.14952 184.15013 436.1495 180.35114 438.49264 178.00799 C 438.49265 178.00798 438.49265 178.00797 438.49266 178.00797 Z\"/></svg>\n"
},
"$:/core/images/down-arrow": {
"title": "$:/core/images/down-arrow",
"tags": "$:/tags/Image",
"text": "<svg class=\"tw-image-down-arrow tw-image-button\" viewBox=\"63 152 64 64\" width=\"22pt\" height=\"22pt\"><path d=\"M 98.001786 212.81802 L 123.45763 187.36218 C 125.21499 185.60482 125.21499 182.75557 123.45763 180.99821 C 121.70027 179.24086 118.85103 179.24086 117.09367 180.99821 L 94.819805 203.27208 L 72.54594 180.99821 C 70.788582 179.24086 67.93934 179.24086 66.18198 180.99821 C 64.42462 182.75557 64.42462 185.60482 66.18198 187.36218 L 91.637825 212.81802 C 93.395184 214.57538 96.244426 214.57538 98.001786 212.81802 Z\"/></svg>\n"
},
"$:/core/images/edit-button": {
"title": "$:/core/images/edit-button",
"tags": "$:/tags/Image",
"text": "<svg class=\"tw-image-edit-button tw-image-button\" viewBox=\"244 193 20 22\" width=\"20pt\" height=\"22pt\"><path d=\"M 257.33334 196.80951 L 245.90476 207.2857 L 244 212.0476 L 248.7619 210.14284 L 260.19048 199.66665 Z M 259.2381 194.90475 L 258.28566 195.85716 L 261.14284 198.71428 L 262.09522 197.76187 Z M 261.14286 193 L 260.19042 193.95241 L 263.04762 196.80953 L 264 195.85714 Z M 244 213.72882 C 244 213.72882 247.4281 215.43353 250.8572 213.7288 C 254.28599 212.02405 261.14284 214.86531 261.14284 214.86531 L 261.14284 213.72884 C 261.14284 213.72884 254.28577 210.88755 250.8572 212.5923 C 247.42858 214.29712 244 212.59228 244 212.59228 Z\"/></svg>\n"
},
"$:/core/images/home-button": {
"title": "$:/core/images/home-button",
"tags": "$:/tags/Image",
"text": "<svg class=\"tw-image-home-button tw-image-button\" viewBox=\"81 513 64 54\" width=\"22pt\" height=\"22pt\"><g><path d=\"M 97.04536 522.62083 L 81.364685 531.49067 L 87.85863 531.49067 L 87.85863 566.9699 L 107.49902 566.9699 L 107.49902 552.99265 L 117.95268 552.99265 L 117.95268 566.9699 L 137.59307 566.9699 L 137.59307 531.49067 L 144.086885 531.49067 L 112.72591 513.751 L 107.49902 516.70758 L 107.49902 513.751 L 97.04536 513.751 Z M 94.669443 534.17844 L 103.222493 534.17844 L 103.222493 545.19854 L 94.669443 545.19854 Z M 108.449266 534.17844 L 117.002435 534.17844 L 117.002435 545.19854 L 108.449266 545.19854 Z M 122.387575 534.17844 L 130.9405 534.17844 L 130.9405 545.19854 L 122.387575 545.19854 Z\"/></g></svg>\n"
},
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"title": "$:/core/images/info-button",
"tags": "$:/tags/Image",
"text": "<svg class=\"tw-image-info-button tw-image-button\" viewBox=\"294 150 58 58\" width=\"22pt\" height=\"22pt\"><path d=\"M 342.76236 158.98764 C 331.77887 148.0041 313.97113 148.0041 302.98764 158.98764 C 292.0041 169.97113 292.0041 187.77887 302.98764 198.76236 C 313.97113 209.7459 331.77887 209.7459 342.76236 198.76236 C 353.7459 187.77887 353.7459 169.97113 342.76236 158.98764 M 326.5425 157.5 L 326.5425 157.5 C 327.72545 157.5 328.72201 157.91022 329.5337 158.73088 C 330.34465 159.55157 330.75 160.54402 330.75 161.7075 C 330.75 162.87172 330.33979 163.86316 329.51911 164.68385 C 328.69842 165.5045 327.70674 165.91501 326.5425 165.91501 C 325.39801 165.91501 324.4153 165.5045 323.5946 164.68385 C 322.77393 163.86316 322.36372 162.87172 322.36372 161.7075 C 322.36372 160.54402 322.76906 159.55157 323.58 158.73088 C 324.39171 157.91022 325.3793 157.5 326.5425 157.5 Z M 327.80211 190.47259 C 324.91945 195.49132 321.85778 198 318.61462 198 C 317.37452 198 316.38691 197.65158 315.65186 196.9555 C 314.9176 196.25866 314.54943 195.37617 314.54943 194.30782 C 314.54943 193.60202 314.71223 192.70572 315.03629 191.61813 L 319.0151 177.93651 C 319.39685 176.61922 319.58735 175.62754 319.58735 174.95991 C 319.58735 174.53996 319.40582 174.16692 319.04356 173.84286 C 318.68052 173.51905 318.18469 173.35701 317.55527 173.35701 C 317.26861 173.35701 316.92506 173.36677 316.5246 173.38548 L 316.89661 172.2407 L 326.59967 170.66627 L 328.31744 170.66627 L 322.44986 191.01638 C 322.12503 192.18064 321.963 192.94337 321.963 193.30666 C 321.963 193.51588 322.04862 193.71121 322.2204 193.89273 C 322.39218 194.07425 322.5737 194.16554 322.7642 194.16477 C 323.08903 194.16554 323.4131 194.02221 323.73792 193.73559 C 324.59605 193.02976 325.6267 191.75142 326.82838 189.90008 Z\"/></svg>\n"
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"title": "$:/core/images/menu-button",
"tags": "$:/tags/Image",
"text": "<svg class=\"tw-image-menu-button tw-image-button\" viewBox=\"216 585 63 45\" width=\"22pt\" height=\"22pt\"><g><path d=\"M 274.5 585 L 229.5 585 C 227.01472 585 225 587.01472 225 589.5 L 225 589.5 C 225 591.98528 227.01472 594 229.5 594 L 274.5 594 C 276.98528 594 279 591.98528 279 589.5 L 279 589.5 C 279 587.01472 276.98528 585 274.5 585 Z\"/><path d=\"M 274.5 603 L 229.5 603 C 227.01472 603 225 605.01472 225 607.5 L 225 607.5 C 225 609.98528 227.01472 612 229.5 612 L 274.5 612 C 276.98528 612 279 609.98528 279 607.5 L 279 607.5 C 279 605.01472 276.98528 603 274.5 603 Z\"/><path d=\"M 274.5 621 L 229.5 621 C 227.01472 621 225 623.01472 225 625.5 L 225 625.5 C 225 627.9853 227.01472 630 229.5 630 L 274.5 630 C 276.98528 630 279 627.9853 279 625.5 L 279 625.5 C 279 623.01472 276.98528 621 274.5 621 Z\"/></g></svg>\n"
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"title": "$:/core/images/new-button",
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"title": "$:/core/images/options-button",
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"title": "$:/core/images/right-arrow",
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"text": "<svg class=\"tw-image-right-arrow tw-image-button\" width=\"22pt\" height=\"22pt\" viewBox=\"0 0 128 128\"><path d=\"M72.7982405,98.6541105 L127.184015,43.9832042 C130.938662,40.2089635 130.938662,34.0896964 127.184015,30.3154557 C123.429583,26.5412364 117.342116,26.5412364 113.587684,30.3154557 L66.0000107,78.152522 L18.4123803,30.3154557 C14.6578195,26.5412364 8.57048132,26.5412364 4.81592057,30.3154557 C1.06135981,34.0896964 1.06135981,40.2089635 4.81592057,43.9832042 L59.2017595,98.6541105 C62.9563202,102.428351 69.0436798,102.428351 72.7982405,98.6541126 L72.7982405,98.6541105 Z\" transform=\"translate(66.000000, 64.484791) rotate(-90.000000) translate(-66.000000, -64.484791) \"/></svg>"
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"title": "$:/core/images/save-button",
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"text": "<svg class=\"tw-image-save-button tw-image-button\" viewBox=\"4 512 64 60\" width=\"22pt\" height=\"21pt\"><path d=\"M 13.5 537.75 L 11.5 537.75 C 11.5 537.75 11.5 537.75 11.5 537.75 C 7.6340064 537.75 4.4999994 540.884 4.5 544.75 L 4.5 564.5 L 4.5 564.5 C 4.5 564.5 4.5 564.5 4.5 564.5 L 4.5 564.5 C 4.5000006 568.366 7.634007 571.5 11.5 571.5 L 60.5 571.5 C 64.365993 571.5 67.5 568.366 67.5 564.5 L 67.5 544.75 C 67.5 540.884 64.365993 537.75 60.5 537.75 L 58.5 537.75 L 49.5 546.75 L 50 546.75 C 52.20914 546.75 54 548.54086 54 550.75 L 54 556.25 C 54 558.45914 52.20914 560.25 50 560.25 L 36 560.25 L 22 560.25 C 19.790861 560.25 18 558.45914 18 556.25 L 18 556.25 C 18 556.25 18 556.25 18 556.25 L 18 550.75 C 18 548.54086 19.790861 546.75 22 546.75 C 22 546.75 22 546.75 22 546.75 L 22.5 546.75 Z\"/><path d=\"M 16.37132 533.87132 L 33.87868 551.37868 C 35.050253 552.55025 36.949747 552.55025 38.12132 551.37868 L 55.62868 533.87132 C 56.800252 532.69975 56.800252 530.80025 55.62868 529.62868 C 55.06607 529.06607 54.30301 528.75 53.50736 528.75 L 48 528.75 C 46.343146 528.75 45 527.40685 45 525.75 L 45 516 C 45 514.34315 43.656854 513 42 513 L 30 513 C 28.343146 513 27 514.34315 27 516 L 27 525.75 C 27 527.40685 25.656854 528.75 24 528.75 L 18.492641 528.75 C 16.835786 528.75 15.492641 530.09315 15.492641 531.75 C 15.492641 532.54565 15.808711 533.3087 16.37132 533.87132 Z\"/></svg>\n"
},
"$:/language/Buttons/AdvancedSearch/Caption": {
"title": "$:/language/Buttons/AdvancedSearch/Caption",
"text": "advanced search"
},
"$:/language/Buttons/AdvancedSearch/Hint": {
"title": "$:/language/Buttons/AdvancedSearch/Hint",
"text": "Advanced search"
},
"$:/language/Buttons/Cancel/Caption": {
"title": "$:/language/Buttons/Cancel/Caption",
"text": "cancel"
},
"$:/language/Buttons/Cancel/Hint": {
"title": "$:/language/Buttons/Cancel/Hint",
"text": "Cancel editing this tiddler"
},
"$:/language/Buttons/Close/Caption": {
"title": "$:/language/Buttons/Close/Caption",
"text": "close"
},
"$:/language/Buttons/Close/Hint": {
"title": "$:/language/Buttons/Close/Hint",
"text": "Close this tiddler"
},
"$:/language/Buttons/ControlPanel/Caption": {
"title": "$:/language/Buttons/ControlPanel/Caption",
"text": "control panel"
},
"$:/language/Buttons/ControlPanel/Hint": {
"title": "$:/language/Buttons/ControlPanel/Hint",
"text": "Open control panel"
},
"$:/language/Buttons/Delete/Caption": {
"title": "$:/language/Buttons/Delete/Caption",
"text": "delete"
},
"$:/language/Buttons/Delete/Hint": {
"title": "$:/language/Buttons/Delete/Hint",
"text": "Delete this tiddler"
},
"$:/language/Buttons/Edit/Caption": {
"title": "$:/language/Buttons/Edit/Caption",
"text": "edit"
},
"$:/language/Buttons/Edit/Hint": {
"title": "$:/language/Buttons/Edit/Hint",
"text": "Edit this tiddler"
},
"$:/language/Buttons/Info/Caption": {
"title": "$:/language/Buttons/Info/Caption",
"text": "info"
},
"$:/language/Buttons/Info/Hint": {
"title": "$:/language/Buttons/Info/Hint",
"text": "Show information for this tiddler"
},
"$:/language/Buttons/NewTiddler/Caption": {
"title": "$:/language/Buttons/NewTiddler/Caption",
"text": "new tiddler"
},
"$:/language/Buttons/NewTiddler/Hint": {
"title": "$:/language/Buttons/NewTiddler/Hint",
"text": "Create a new tiddler"
},
"$:/language/Buttons/Save/Caption": {
"title": "$:/language/Buttons/Save/Caption",
"text": "save"
},
"$:/language/Buttons/Save/Hint": {
"title": "$:/language/Buttons/Save/Hint",
"text": "Save this tiddler"
},
"$:/language/Buttons/SaveWiki/Caption": {
"title": "$:/language/Buttons/SaveWiki/Caption",
"text": "save changes"
},
"$:/language/Buttons/SaveWiki/Hint": {
"title": "$:/language/Buttons/SaveWiki/Hint",
"text": "Save changes"
},
"$:/language/Buttons/HideSideBar/Caption": {
"title": "$:/language/Buttons/HideSideBar/Caption",
"text": "hide sidebar"
},
"$:/language/Buttons/HideSideBar/Hint": {
"title": "$:/language/Buttons/HideSideBar/Hint",
"text": "Hide sidebar"
},
"$:/language/Buttons/ShowSideBar/Caption": {
"title": "$:/language/Buttons/ShowSideBar/Caption",
"text": "show sidebar"
},
"$:/language/Buttons/ShowSideBar/Hint": {
"title": "$:/language/Buttons/ShowSideBar/Hint",
"text": "Show sidebar"
},
"$:/language/ControlPanel/Advanced/Caption": {
"title": "$:/language/ControlPanel/Advanced/Caption",
"text": "Advanced"
},
"$:/language/ControlPanel/Advanced/EditorTypes/Caption": {
"title": "$:/language/ControlPanel/Advanced/EditorTypes/Caption",
"text": "Editor Types"
},
"$:/language/ControlPanel/Advanced/EditorTypes/Editor/Caption": {
"title": "$:/language/ControlPanel/Advanced/EditorTypes/Editor/Caption",
"text": "Editor"
},
"$:/language/ControlPanel/Advanced/EditorTypes/Hint": {
"title": "$:/language/ControlPanel/Advanced/EditorTypes/Hint",
"text": "These tiddlers determine which editor is used to edit specific tiddler types."
},
"$:/language/ControlPanel/Advanced/EditorTypes/Type/Caption": {
"title": "$:/language/ControlPanel/Advanced/EditorTypes/Type/Caption",
"text": "Type"
},
"$:/language/ControlPanel/Advanced/Hint": {
"title": "$:/language/ControlPanel/Advanced/Hint",
"text": "Internal information about this TiddlyWiki"
},
"$:/language/ControlPanel/Advanced/LoadedModules/Caption": {
"title": "$:/language/ControlPanel/Advanced/LoadedModules/Caption",
"text": "Loaded Modules"
},
"$:/language/ControlPanel/Advanced/LoadedModules/Hint": {
"title": "$:/language/ControlPanel/Advanced/LoadedModules/Hint",
"text": "These are the currently loaded tiddler modules linked to their source tiddlers. Any italicised modules lack a source tiddler, typically because they were setup during the boot process."
},
"$:/language/ControlPanel/Advanced/Settings/Caption": {
"title": "$:/language/ControlPanel/Advanced/Settings/Caption",
"text": "Settings"
},
"$:/language/ControlPanel/Advanced/Settings/Hint": {
"title": "$:/language/ControlPanel/Advanced/Settings/Hint",
"text": "These advanced settings let you customise the behaviour of TiddlyWiki."
},
"$:/language/ControlPanel/Advanced/Settings/NavigationAddressBar/Caption": {
"title": "$:/language/ControlPanel/Advanced/Settings/NavigationAddressBar/Caption",
"text": "Navigation Address Bar"
},
"$:/language/ControlPanel/Advanced/Settings/NavigationAddressBar/Hint": {
"title": "$:/language/ControlPanel/Advanced/Settings/NavigationAddressBar/Hint",
"text": "Behaviour of the browser address bar when navigating to a tiddler:"
},
"$:/language/ControlPanel/Advanced/Settings/NavigationAddressBar/No/Description": {
"title": "$:/language/ControlPanel/Advanced/Settings/NavigationAddressBar/No/Description",
"text": "Do not update the address bar"
},
"$:/language/ControlPanel/Advanced/Settings/NavigationAddressBar/Permalink/Description": {
"title": "$:/language/ControlPanel/Advanced/Settings/NavigationAddressBar/Permalink/Description",
"text": "Include the target tiddler"
},
"$:/language/ControlPanel/Advanced/Settings/NavigationAddressBar/Permaview/Description": {
"title": "$:/language/ControlPanel/Advanced/Settings/NavigationAddressBar/Permaview/Description",
"text": "Include the target tiddler and the current story sequence"
},
"$:/language/ControlPanel/Advanced/Settings/NavigationHistory/Caption": {
"title": "$:/language/ControlPanel/Advanced/Settings/NavigationHistory/Caption",
"text": "Navigation History"
},
"$:/language/ControlPanel/Advanced/Settings/NavigationHistory/Hint": {
"title": "$:/language/ControlPanel/Advanced/Settings/NavigationHistory/Hint",
"text": "Update browser history when navigating to a tiddler:"
},
"$:/language/ControlPanel/Advanced/Settings/NavigationHistory/No/Description": {
"title": "$:/language/ControlPanel/Advanced/Settings/NavigationHistory/No/Description",
"text": "Do not update history"
},
"$:/language/ControlPanel/Advanced/Settings/NavigationHistory/Yes/Description": {
"title": "$:/language/ControlPanel/Advanced/Settings/NavigationHistory/Yes/Description",
"text": "Update history"
},
"$:/language/ControlPanel/Advanced/TiddlerFields/Caption": {
"title": "$:/language/ControlPanel/Advanced/TiddlerFields/Caption",
"text": "Tiddler Fields"
},
"$:/language/ControlPanel/Advanced/TiddlerFields/Hint": {
"title": "$:/language/ControlPanel/Advanced/TiddlerFields/Hint",
"text": "This is the full set of TiddlerFields in use in this wiki (including system tiddlers but excluding shadow tiddlers)."
},
"$:/language/ControlPanel/Appearance/Caption": {
"title": "$:/language/ControlPanel/Appearance/Caption",
"text": "Appearance"
},
"$:/language/ControlPanel/Appearance/Hint": {
"title": "$:/language/ControlPanel/Appearance/Hint",
"text": "Ways to customise the appearance of your TiddlyWiki."
},
"$:/language/ControlPanel/Appearance/Palette/Caption": {
"title": "$:/language/ControlPanel/Appearance/Palette/Caption",
"text": "Palette"
},
"$:/language/ControlPanel/Appearance/Palette/Editor/Clone/Caption": {
"title": "$:/language/ControlPanel/Appearance/Palette/Editor/Clone/Caption",
"text": "clone"
},
"$:/language/ControlPanel/Appearance/Palette/Editor/Clone/Prompt": {
"title": "$:/language/ControlPanel/Appearance/Palette/Editor/Clone/Prompt",
"text": "It is recommended that you clone this shadow palette before editing it"
},
"$:/language/ControlPanel/Appearance/Palette/Editor/Prompt/Modified": {
"title": "$:/language/ControlPanel/Appearance/Palette/Editor/Prompt/Modified",
"text": "This shadow palette has been modified"
},
"$:/language/ControlPanel/Appearance/Palette/Editor/Prompt": {
"title": "$:/language/ControlPanel/Appearance/Palette/Editor/Prompt",
"text": "Editing"
},
"$:/language/ControlPanel/Appearance/Palette/Editor/Reset/Caption": {
"title": "$:/language/ControlPanel/Appearance/Palette/Editor/Reset/Caption",
"text": "reset"
},
"$:/language/ControlPanel/Appearance/Palette/HideEditor/Caption": {
"title": "$:/language/ControlPanel/Appearance/Palette/HideEditor/Caption",
"text": "hide editor"
},
"$:/language/ControlPanel/Appearance/Palette/Prompt": {
"title": "$:/language/ControlPanel/Appearance/Palette/Prompt",
"text": "Current palette:"
},
"$:/language/ControlPanel/Appearance/Palette/ShowEditor/Caption": {
"title": "$:/language/ControlPanel/Appearance/Palette/ShowEditor/Caption",
"text": "show editor"
},
"$:/language/ControlPanel/Appearance/StoryView/Caption": {
"title": "$:/language/ControlPanel/Appearance/StoryView/Caption",
"text": "Story View"
},
"$:/language/ControlPanel/Appearance/StoryView/Prompt": {
"title": "$:/language/ControlPanel/Appearance/StoryView/Prompt",
"text": "Current view:"
},
"$:/language/ControlPanel/Appearance/Theme/Caption": {
"title": "$:/language/ControlPanel/Appearance/Theme/Caption",
"text": "Theme"
},
"$:/language/ControlPanel/Appearance/Theme/Prompt": {
"title": "$:/language/ControlPanel/Appearance/Theme/Prompt",
"text": "Current theme:"
},
"$:/language/ControlPanel/Basics/AnimDuration/Prompt": {
"title": "$:/language/ControlPanel/Basics/AnimDuration/Prompt",
"text": "Animation duration:"
},
"$:/language/ControlPanel/Basics/Caption": {
"title": "$:/language/ControlPanel/Basics/Caption",
"text": "Basics"
},
"$:/language/ControlPanel/Basics/DefaultTiddlers/BottomHint": {
"title": "$:/language/ControlPanel/Basics/DefaultTiddlers/BottomHint",
"text": "Use [[double square brackets]] for titles with spaces. Or you can choose to <$button set=\"$:/DefaultTiddlers\" setTo=\"[list[$:/StoryList]]\">retain story ordering</$button>"
},
"$:/language/ControlPanel/Basics/DefaultTiddlers/Prompt": {
"title": "$:/language/ControlPanel/Basics/DefaultTiddlers/Prompt",
"text": "Default tiddlers:"
},
"$:/language/ControlPanel/Basics/DefaultTiddlers/TopHint": {
"title": "$:/language/ControlPanel/Basics/DefaultTiddlers/TopHint",
"text": "Choose which tiddlers are displayed at startup:"
},
"$:/language/ControlPanel/Basics/Language/Prompt": {
"title": "$:/language/ControlPanel/Basics/Language/Prompt",
"text": "Hello! Current language:"
},
"$:/language/ControlPanel/Basics/OverriddenShadowTiddlers/Prompt": {
"title": "$:/language/ControlPanel/Basics/OverriddenShadowTiddlers/Prompt",
"text": "Number of overridden shadow tiddlers:"
},
"$:/language/ControlPanel/Basics/ShadowTiddlers/Prompt": {
"title": "$:/language/ControlPanel/Basics/ShadowTiddlers/Prompt",
"text": "Number of shadow tiddlers:"
},
"$:/language/ControlPanel/Basics/Subtitle/Prompt": {
"title": "$:/language/ControlPanel/Basics/Subtitle/Prompt",
"text": "Subtitle:"
},
"$:/language/ControlPanel/Basics/SystemTiddlers/Prompt": {
"title": "$:/language/ControlPanel/Basics/SystemTiddlers/Prompt",
"text": "Number of system tiddlers:"
},
"$:/language/ControlPanel/Basics/Tags/Prompt": {
"title": "$:/language/ControlPanel/Basics/Tags/Prompt",
"text": "Number of tags:"
},
"$:/language/ControlPanel/Basics/Tiddlers/Prompt": {
"title": "$:/language/ControlPanel/Basics/Tiddlers/Prompt",
"text": "Number of tiddlers:"
},
"$:/language/ControlPanel/Basics/Title/Prompt": {
"title": "$:/language/ControlPanel/Basics/Title/Prompt",
"text": "Title of this ~TiddlyWiki:"
},
"$:/language/ControlPanel/Basics/Username/Prompt": {
"title": "$:/language/ControlPanel/Basics/Username/Prompt",
"text": "Username for signing edits:"
},
"$:/language/ControlPanel/Basics/Version/Prompt": {
"title": "$:/language/ControlPanel/Basics/Version/Prompt",
"text": "~TiddlyWiki version:"
},
"$:/language/ControlPanel/Plugins/Caption": {
"title": "$:/language/ControlPanel/Plugins/Caption",
"text": "Plugins"
},
"$:/language/ControlPanel/Plugins/Fields/Description": {
"title": "$:/language/ControlPanel/Plugins/Fields/Description",
"text": "Description"
},
"$:/language/ControlPanel/Plugins/Fields/Title": {
"title": "$:/language/ControlPanel/Plugins/Fields/Title",
"text": "Title"
},
"$:/language/ControlPanel/Plugins/Fields/Version": {
"title": "$:/language/ControlPanel/Plugins/Fields/Version",
"text": "Version"
},
"$:/language/ControlPanel/Plugins/Language/Prompt": {
"title": "$:/language/ControlPanel/Plugins/Language/Prompt",
"text": "Languages"
},
"$:/language/ControlPanel/Plugins/Plugin/Prompt": {
"title": "$:/language/ControlPanel/Plugins/Plugin/Prompt",
"text": "Plugins"
},
"$:/language/ControlPanel/Plugins/Theme/Prompt": {
"title": "$:/language/ControlPanel/Plugins/Theme/Prompt",
"text": "Themes"
},
"$:/language/ControlPanel/Saving/AutoSave/Disabled/Button": {
"title": "$:/language/ControlPanel/Saving/AutoSave/Disabled/Button",
"text": "enable"
},
"$:/language/ControlPanel/Saving/AutoSave/Disabled/Prompt": {
"title": "$:/language/ControlPanel/Saving/AutoSave/Disabled/Prompt",
"text": "Autosave is currently disabled"
},
"$:/language/ControlPanel/Saving/AutoSave/Enabled/Button": {
"title": "$:/language/ControlPanel/Saving/AutoSave/Enabled/Button",
"text": "disable"
},
"$:/language/ControlPanel/Saving/AutoSave/Enabled/Prompt": {
"title": "$:/language/ControlPanel/Saving/AutoSave/Enabled/Prompt",
"text": "Autosave is currently enabled"
},
"$:/language/ControlPanel/Saving/AutoSave": {
"title": "$:/language/ControlPanel/Saving/AutoSave",
"text": "Autosave"
},
"$:/language/ControlPanel/Saving/Caption": {
"title": "$:/language/ControlPanel/Saving/Caption",
"text": "Saving"
},
"$:/language/ControlPanel/Saving/Heading": {
"title": "$:/language/ControlPanel/Saving/Heading",
"text": "Saving"
},
"$:/language/ControlPanel/Saving/TiddlySpot/Advanced/Heading": {
"title": "$:/language/ControlPanel/Saving/TiddlySpot/Advanced/Heading",
"text": "Advanced Settings"
},
"$:/language/ControlPanel/Saving/TiddlySpot/BackupDir": {
"title": "$:/language/ControlPanel/Saving/TiddlySpot/BackupDir",
"text": "Backup Directory"
},
"$:/language/ControlPanel/Saving/TiddlySpot/Backups": {
"title": "$:/language/ControlPanel/Saving/TiddlySpot/Backups",
"text": "Backups"
},
"$:/language/ControlPanel/Saving/TiddlySpot/Filename": {
"title": "$:/language/ControlPanel/Saving/TiddlySpot/Filename",
"text": "Upload Filename"
},
"$:/language/ControlPanel/Saving/TiddlySpot/Heading": {
"title": "$:/language/ControlPanel/Saving/TiddlySpot/Heading",
"text": "~TiddlySpot"
},
"$:/language/ControlPanel/Saving/TiddlySpot/Hint": {
"title": "$:/language/ControlPanel/Saving/TiddlySpot/Hint",
"text": "//The server URL defaults to `http://<wikiname>.tiddlyspot.com/store.cgi` and can be changed to use a custom server address//"
},
"$:/language/ControlPanel/Saving/TiddlySpot/Password": {
"title": "$:/language/ControlPanel/Saving/TiddlySpot/Password",
"text": "Password"
},
"$:/language/ControlPanel/Saving/TiddlySpot/ServerURL": {
"title": "$:/language/ControlPanel/Saving/TiddlySpot/ServerURL",
"text": "Server URL"
},
"$:/language/ControlPanel/Saving/TiddlySpot/UploadDir": {
"title": "$:/language/ControlPanel/Saving/TiddlySpot/UploadDir",
"text": "Upload Directory"
},
"$:/language/ControlPanel/Saving/TiddlySpot/UserName": {
"title": "$:/language/ControlPanel/Saving/TiddlySpot/UserName",
"text": "Wiki Name"
},
"$:/language/ControlPanel/Tools/Caption": {
"title": "$:/language/ControlPanel/Tools/Caption",
"text": "Tools"
},
"$:/language/ControlPanel/Tools/Download/Full/Caption": {
"title": "$:/language/ControlPanel/Tools/Download/Full/Caption",
"text": "Download full wiki"
},
"$:/language/ControlPanel/Tools/Encryption/ChangePassword/Button": {
"title": "$:/language/ControlPanel/Tools/Encryption/ChangePassword/Button",
"text": "change password"
},
"$:/language/ControlPanel/Tools/Encryption/ClearPassword/Button": {
"title": "$:/language/ControlPanel/Tools/Encryption/ClearPassword/Button",
"text": "clear password"
},
"$:/language/ControlPanel/Tools/Encryption/Disabled/Prompt": {
"title": "$:/language/ControlPanel/Tools/Encryption/Disabled/Prompt",
"text": "This wiki is not encrypted"
},
"$:/language/ControlPanel/Tools/Encryption/Enabled/Prompt": {
"title": "$:/language/ControlPanel/Tools/Encryption/Enabled/Prompt",
"text": "This wiki is encrypted"
},
"$:/language/ControlPanel/Tools/Encryption/Heading": {
"title": "$:/language/ControlPanel/Tools/Encryption/Heading",
"text": "Encryption"
},
"$:/language/ControlPanel/Tools/Encryption/SetPassword/Button": {
"title": "$:/language/ControlPanel/Tools/Encryption/SetPassword/Button",
"text": "set password"
},
"$:/language/ControlPanel/Tools/Export/AllAsStaticHTML/Caption": {
"title": "$:/language/ControlPanel/Tools/Export/AllAsStaticHTML/Caption",
"text": "Download all tiddlers as static HTML"
},
"$:/language/ControlPanel/Tools/Export/Heading": {
"title": "$:/language/ControlPanel/Tools/Export/Heading",
"text": "Export"
},
"$:/language/ControlPanel/Tools/Import/Heading": {
"title": "$:/language/ControlPanel/Tools/Import/Heading",
"text": "Import"
},
"$:/language/ControlPanel/Tools/Import/Hint": {
"title": "$:/language/ControlPanel/Tools/Import/Hint",
"text": "Browse for files on your computer to import their contents (the individual tiddlers within TiddlyWiki HTML files are imported separately). You can also drag and drop files directly to the browser window."
},
"$:/language/ControlPanel/Tools/Import/Prompt": {
"title": "$:/language/ControlPanel/Tools/Import/Prompt",
"text": "Import:"
},
"$:/language/Docs/ModuleTypes/animation": {
"title": "$:/language/Docs/ModuleTypes/animation",
"text": "Animations that may be used with the RevealWidget."
},
"$:/language/Docs/ModuleTypes/command": {
"title": "$:/language/Docs/ModuleTypes/command",
"text": "Commands that can be executed under Node.js."
},
"$:/language/Docs/ModuleTypes/config": {
"title": "$:/language/Docs/ModuleTypes/config",
"text": "Data to be inserted into `$tw.config`."
},
"$:/language/Docs/ModuleTypes/filteroperator": {
"title": "$:/language/Docs/ModuleTypes/filteroperator",
"text": "Individual filter operator methods."
},
"$:/language/Docs/ModuleTypes/global": {
"title": "$:/language/Docs/ModuleTypes/global",
"text": "Global data to be inserted into `$tw`."
},
"$:/language/Docs/ModuleTypes/isfilteroperator": {
"title": "$:/language/Docs/ModuleTypes/isfilteroperator",
"text": "Operands for the ''is'' filter operator."
},
"$:/language/Docs/ModuleTypes/macro": {
"title": "$:/language/Docs/ModuleTypes/macro",
"text": "JavaScript macro definitions."
},
"$:/language/Docs/ModuleTypes/parser": {
"title": "$:/language/Docs/ModuleTypes/parser",
"text": "Parsers for different content types."
},
"$:/language/Docs/ModuleTypes/saver": {
"title": "$:/language/Docs/ModuleTypes/saver",
"text": "Savers handle different methods for saving files from the browser."
},
"$:/language/Docs/ModuleTypes/startup": {
"title": "$:/language/Docs/ModuleTypes/startup",
"text": "Startup functions."
},
"$:/language/Docs/ModuleTypes/storyview": {
"title": "$:/language/Docs/ModuleTypes/storyview",
"text": "Story views customise the animation and behaviour of list widgets."
},
"$:/language/Docs/ModuleTypes/tiddlerdeserializer": {
"title": "$:/language/Docs/ModuleTypes/tiddlerdeserializer",
"text": "Converts different content types into tiddlers."
},
"$:/language/Docs/ModuleTypes/tiddlerfield": {
"title": "$:/language/Docs/ModuleTypes/tiddlerfield",
"text": "Defines the behaviour of an individual tiddler field."
},
"$:/language/Docs/ModuleTypes/tiddlermethod": {
"title": "$:/language/Docs/ModuleTypes/tiddlermethod",
"text": "Adds methods to the `$tw.Tiddler` prototype."
},
"$:/language/Docs/ModuleTypes/utils": {
"title": "$:/language/Docs/ModuleTypes/utils",
"text": "Adds methods to `$tw.utils`."
},
"$:/language/Docs/ModuleTypes/utils-node": {
"title": "$:/language/Docs/ModuleTypes/utils-node",
"text": "Adds Node.js-specific methods to `$tw.utils`."
},
"$:/language/Docs/ModuleTypes/widget": {
"title": "$:/language/Docs/ModuleTypes/widget",
"text": "Widgets encapsulate DOM rendering and refreshing."
},
"$:/language/Docs/ModuleTypes/wikimethod": {
"title": "$:/language/Docs/ModuleTypes/wikimethod",
"text": "Adds methods to `$tw.Wiki`."
},
"$:/language/Docs/ModuleTypes/wikirule": {
"title": "$:/language/Docs/ModuleTypes/wikirule",
"text": "Individual parser rules for the main WikiText parser."
},
"$:/language/Docs/PaletteColours/alert-background": {
"title": "$:/language/Docs/PaletteColours/alert-background",
"text": "Alert background"
},
"$:/language/Docs/PaletteColours/alert-border": {
"title": "$:/language/Docs/PaletteColours/alert-border",
"text": "Alert border"
},
"$:/language/Docs/PaletteColours/alert-highlight": {
"title": "$:/language/Docs/PaletteColours/alert-highlight",
"text": "Alert highlight"
},
"$:/language/Docs/PaletteColours/alert-muted-foreground": {
"title": "$:/language/Docs/PaletteColours/alert-muted-foreground",
"text": "Alert muted foreground"
},
"$:/language/Docs/PaletteColours/background": {
"title": "$:/language/Docs/PaletteColours/background",
"text": "General background"
},
"$:/language/Docs/PaletteColours/blockquote-bar": {
"title": "$:/language/Docs/PaletteColours/blockquote-bar",
"text": "Blockquote bar"
},
"$:/language/Docs/PaletteColours/code-background": {
"title": "$:/language/Docs/PaletteColours/code-background",
"text": "Code background"
},
"$:/language/Docs/PaletteColours/code-border": {
"title": "$:/language/Docs/PaletteColours/code-border",
"text": "Code border"
},
"$:/language/Docs/PaletteColours/code-foreground": {
"title": "$:/language/Docs/PaletteColours/code-foreground",
"text": "Code foreground"
},
"$:/language/Docs/PaletteColours/download-background": {
"title": "$:/language/Docs/PaletteColours/download-background",
"text": "Download button background"
},
"$:/language/Docs/PaletteColours/download-foreground": {
"title": "$:/language/Docs/PaletteColours/download-foreground",
"text": "Download button foreground"
},
"$:/language/Docs/PaletteColours/dragger-background": {
"title": "$:/language/Docs/PaletteColours/dragger-background",
"text": "Dragger background"
},
"$:/language/Docs/PaletteColours/dragger-foreground": {
"title": "$:/language/Docs/PaletteColours/dragger-foreground",
"text": "Dragger foreground"
},
"$:/language/Docs/PaletteColours/dropdown-background": {
"title": "$:/language/Docs/PaletteColours/dropdown-background",
"text": "Dropdown background"
},
"$:/language/Docs/PaletteColours/dropdown-border": {
"title": "$:/language/Docs/PaletteColours/dropdown-border",
"text": "Dropdown border"
},
"$:/language/Docs/PaletteColours/dropdown-tab-background-selected": {
"title": "$:/language/Docs/PaletteColours/dropdown-tab-background-selected",
"text": "Dropdown tab background for selected tabs"
},
"$:/language/Docs/PaletteColours/dropdown-tab-background": {
"title": "$:/language/Docs/PaletteColours/dropdown-tab-background",
"text": "Dropdown tab background"
},
"$:/language/Docs/PaletteColours/dropzone-background": {
"title": "$:/language/Docs/PaletteColours/dropzone-background",
"text": "Dropzone background"
},
"$:/language/Docs/PaletteColours/external-link-background-hover": {
"title": "$:/language/Docs/PaletteColours/external-link-background-hover",
"text": "External link background hover"
},
"$:/language/Docs/PaletteColours/external-link-background-visited": {
"title": "$:/language/Docs/PaletteColours/external-link-background-visited",
"text": "External link background visited"
},
"$:/language/Docs/PaletteColours/external-link-background": {
"title": "$:/language/Docs/PaletteColours/external-link-background",
"text": "External link background"
},
"$:/language/Docs/PaletteColours/external-link-foreground-hover": {
"title": "$:/language/Docs/PaletteColours/external-link-foreground-hover",
"text": "External link foreground hover"
},
"$:/language/Docs/PaletteColours/external-link-foreground-visited": {
"title": "$:/language/Docs/PaletteColours/external-link-foreground-visited",
"text": "External link foreground visited"
},
"$:/language/Docs/PaletteColours/external-link-foreground": {
"title": "$:/language/Docs/PaletteColours/external-link-foreground",
"text": "External link foreground"
},
"$:/language/Docs/PaletteColours/foreground": {
"title": "$:/language/Docs/PaletteColours/foreground",
"text": "General foreground"
},
"$:/language/Docs/PaletteColours/message-background": {
"title": "$:/language/Docs/PaletteColours/message-background",
"text": "Message box background"
},
"$:/language/Docs/PaletteColours/message-border": {
"title": "$:/language/Docs/PaletteColours/message-border",
"text": "Message box border"
},
"$:/language/Docs/PaletteColours/message-foreground": {
"title": "$:/language/Docs/PaletteColours/message-foreground",
"text": "Message box foreground"
},
"$:/language/Docs/PaletteColours/modal-backdrop": {
"title": "$:/language/Docs/PaletteColours/modal-backdrop",
"text": "Modal backdrop"
},
"$:/language/Docs/PaletteColours/modal-background": {
"title": "$:/language/Docs/PaletteColours/modal-background",
"text": "Modal background"
},
"$:/language/Docs/PaletteColours/modal-border": {
"title": "$:/language/Docs/PaletteColours/modal-border",
"text": "Modal border"
},
"$:/language/Docs/PaletteColours/modal-footer-background": {
"title": "$:/language/Docs/PaletteColours/modal-footer-background",
"text": "Modal footer background"
},
"$:/language/Docs/PaletteColours/modal-footer-border": {
"title": "$:/language/Docs/PaletteColours/modal-footer-border",
"text": "Modal footer border"
},
"$:/language/Docs/PaletteColours/modal-header-border": {
"title": "$:/language/Docs/PaletteColours/modal-header-border",
"text": "Modal header border"
},
"$:/language/Docs/PaletteColours/muted-foreground": {
"title": "$:/language/Docs/PaletteColours/muted-foreground",
"text": "General muted foreground"
},
"$:/language/Docs/PaletteColours/notification-background": {
"title": "$:/language/Docs/PaletteColours/notification-background",
"text": "Notification background"
},
"$:/language/Docs/PaletteColours/notification-border": {
"title": "$:/language/Docs/PaletteColours/notification-border",
"text": "Notification border"
},
"$:/language/Docs/PaletteColours/page-background": {
"title": "$:/language/Docs/PaletteColours/page-background",
"text": "Page background"
},
"$:/language/Docs/PaletteColours/pre-background": {
"title": "$:/language/Docs/PaletteColours/pre-background",
"text": "Preformatted code background"
},
"$:/language/Docs/PaletteColours/pre-border": {
"title": "$:/language/Docs/PaletteColours/pre-border",
"text": "Preformatted code border"
},
"$:/language/Docs/PaletteColours/primary": {
"title": "$:/language/Docs/PaletteColours/primary",
"text": "General primary"
},
"$:/language/Docs/PaletteColours/sidebar-button-foreground": {
"title": "$:/language/Docs/PaletteColours/sidebar-button-foreground",
"text": "Sidebar button foreground"
},
"$:/language/Docs/PaletteColours/sidebar-controls-foreground-hover": {
"title": "$:/language/Docs/PaletteColours/sidebar-controls-foreground-hover",
"text": "Sidebar controls foreground hover"
},
"$:/language/Docs/PaletteColours/sidebar-controls-foreground": {
"title": "$:/language/Docs/PaletteColours/sidebar-controls-foreground",
"text": "Sidebar controls foreground"
},
"$:/language/Docs/PaletteColours/sidebar-foreground-shadow": {
"title": "$:/language/Docs/PaletteColours/sidebar-foreground-shadow",
"text": "Sidebar foreground shadow"
},
"$:/language/Docs/PaletteColours/sidebar-foreground": {
"title": "$:/language/Docs/PaletteColours/sidebar-foreground",
"text": "Sidebar foreground"
},
"$:/language/Docs/PaletteColours/sidebar-muted-foreground-hover": {
"title": "$:/language/Docs/PaletteColours/sidebar-muted-foreground-hover",
"text": "Sidebar muted foreground hover"
},
"$:/language/Docs/PaletteColours/sidebar-muted-foreground": {
"title": "$:/language/Docs/PaletteColours/sidebar-muted-foreground",
"text": "Sidebar muted foreground"
},
"$:/language/Docs/PaletteColours/sidebar-tab-background-selected": {
"title": "$:/language/Docs/PaletteColours/sidebar-tab-background-selected",
"text": "Sidebar tab background for selected tabs"
},
"$:/language/Docs/PaletteColours/sidebar-tab-background": {
"title": "$:/language/Docs/PaletteColours/sidebar-tab-background",
"text": "Sidebar tab background"
},
"$:/language/Docs/PaletteColours/sidebar-tab-border-selected": {
"title": "$:/language/Docs/PaletteColours/sidebar-tab-border-selected",
"text": "Sidebar tab border for selected tabs"
},
"$:/language/Docs/PaletteColours/sidebar-tab-border": {
"title": "$:/language/Docs/PaletteColours/sidebar-tab-border",
"text": "Sidebar tab border"
},
"$:/language/Docs/PaletteColours/sidebar-tab-divider": {
"title": "$:/language/Docs/PaletteColours/sidebar-tab-divider",
"text": "Sidebar tab divider"
},
"$:/language/Docs/PaletteColours/sidebar-tab-foreground-selected": {
"title": "$:/language/Docs/PaletteColours/sidebar-tab-foreground-selected",
"text": "Sidebar tab foreground for selected tabs"
},
"$:/language/Docs/PaletteColours/sidebar-tab-foreground": {
"title": "$:/language/Docs/PaletteColours/sidebar-tab-foreground",
"text": "Sidebar tab foreground"
},
"$:/language/Docs/PaletteColours/sidebar-tiddler-link-foreground-hover": {
"title": "$:/language/Docs/PaletteColours/sidebar-tiddler-link-foreground-hover",
"text": "Sidebar tiddler link foreground hover"
},
"$:/language/Docs/PaletteColours/sidebar-tiddler-link-foreground": {
"title": "$:/language/Docs/PaletteColours/sidebar-tiddler-link-foreground",
"text": "Sidebar tiddler link foreground"
},
"$:/language/Docs/PaletteColours/static-alert-foreground": {
"title": "$:/language/Docs/PaletteColours/static-alert-foreground",
"text": "Static alert foreground"
},
"$:/language/Docs/PaletteColours/tab-background-selected": {
"title": "$:/language/Docs/PaletteColours/tab-background-selected",
"text": "Tab background for selected tabs"
},
"$:/language/Docs/PaletteColours/tab-background": {
"title": "$:/language/Docs/PaletteColours/tab-background",
"text": "Tab background"
},
"$:/language/Docs/PaletteColours/tab-border-selected": {
"title": "$:/language/Docs/PaletteColours/tab-border-selected",
"text": "Tab border for selected tabs"
},
"$:/language/Docs/PaletteColours/tab-border": {
"title": "$:/language/Docs/PaletteColours/tab-border",
"text": "Tab border"
},
"$:/language/Docs/PaletteColours/tab-divider": {
"title": "$:/language/Docs/PaletteColours/tab-divider",
"text": "Tab divider"
},
"$:/language/Docs/PaletteColours/tab-foreground-selected": {
"title": "$:/language/Docs/PaletteColours/tab-foreground-selected",
"text": "Tab foreground for selected tabs"
},
"$:/language/Docs/PaletteColours/tab-foreground": {
"title": "$:/language/Docs/PaletteColours/tab-foreground",
"text": "Tab foreground"
},
"$:/language/Docs/PaletteColours/table-border": {
"title": "$:/language/Docs/PaletteColours/table-border",
"text": "Table border"
},
"$:/language/Docs/PaletteColours/table-footer-background": {
"title": "$:/language/Docs/PaletteColours/table-footer-background",
"text": "Table footer background"
},
"$:/language/Docs/PaletteColours/table-header-background": {
"title": "$:/language/Docs/PaletteColours/table-header-background",
"text": "Table header background"
},
"$:/language/Docs/PaletteColours/tag-background": {
"title": "$:/language/Docs/PaletteColours/tag-background",
"text": "Tag background"
},
"$:/language/Docs/PaletteColours/tag-foreground": {
"title": "$:/language/Docs/PaletteColours/tag-foreground",
"text": "Tag foreground"
},
"$:/language/Docs/PaletteColours/tiddler-background": {
"title": "$:/language/Docs/PaletteColours/tiddler-background",
"text": "Tiddler background"
},
"$:/language/Docs/PaletteColours/tiddler-border": {
"title": "$:/language/Docs/PaletteColours/tiddler-border",
"text": "Tiddler border"
},
"$:/language/Docs/PaletteColours/tiddler-controls-foreground-hover": {
"title": "$:/language/Docs/PaletteColours/tiddler-controls-foreground-hover",
"text": "Tiddler controls foreground hover"
},
"$:/language/Docs/PaletteColours/tiddler-controls-foreground-selected": {
"title": "$:/language/Docs/PaletteColours/tiddler-controls-foreground-selected",
"text": "Tiddler controls foreground for selected controls"
},
"$:/language/Docs/PaletteColours/tiddler-controls-foreground": {
"title": "$:/language/Docs/PaletteColours/tiddler-controls-foreground",
"text": "Tiddler controls foreground"
},
"$:/language/Docs/PaletteColours/tiddler-editor-background": {
"title": "$:/language/Docs/PaletteColours/tiddler-editor-background",
"text": "Tiddler editor background"
},
"$:/language/Docs/PaletteColours/tiddler-editor-border-image": {
"title": "$:/language/Docs/PaletteColours/tiddler-editor-border-image",
"text": "Tiddler editor border image"
},
"$:/language/Docs/PaletteColours/tiddler-editor-border": {
"title": "$:/language/Docs/PaletteColours/tiddler-editor-border",
"text": "Tiddler editor border"
},
"$:/language/Docs/PaletteColours/tiddler-editor-fields-even": {
"title": "$:/language/Docs/PaletteColours/tiddler-editor-fields-even",
"text": "Tiddler editor background for even fields"
},
"$:/language/Docs/PaletteColours/tiddler-editor-fields-odd": {
"title": "$:/language/Docs/PaletteColours/tiddler-editor-fields-odd",
"text": "Tiddler editor background for odd fields"
},
"$:/language/Docs/PaletteColours/tiddler-info-background": {
"title": "$:/language/Docs/PaletteColours/tiddler-info-background",
"text": "Tiddler info panel background"
},
"$:/language/Docs/PaletteColours/tiddler-info-border": {
"title": "$:/language/Docs/PaletteColours/tiddler-info-border",
"text": "Tiddler info panel border"
},
"$:/language/Docs/PaletteColours/tiddler-info-tab-background": {
"title": "$:/language/Docs/PaletteColours/tiddler-info-tab-background",
"text": "Tiddler info panel tab background"
},
"$:/language/Docs/PaletteColours/tiddler-link-background": {
"title": "$:/language/Docs/PaletteColours/tiddler-link-background",
"text": "Tiddler link background"
},
"$:/language/Docs/PaletteColours/tiddler-link-foreground": {
"title": "$:/language/Docs/PaletteColours/tiddler-link-foreground",
"text": "Tiddler link foreground"
},
"$:/language/Docs/PaletteColours/tiddler-subtitle-foreground": {
"title": "$:/language/Docs/PaletteColours/tiddler-subtitle-foreground",
"text": "Tiddler subtitle foreground"
},
"$:/language/Docs/PaletteColours/tiddler-title-foreground": {
"title": "$:/language/Docs/PaletteColours/tiddler-title-foreground",
"text": "Tiddler title foreground"
},
"$:/language/Docs/PaletteColours/toolbar-new-button": {
"title": "$:/language/Docs/PaletteColours/toolbar-new-button",
"text": "Toolbar 'new tiddler' button foreground"
},
"$:/language/Docs/PaletteColours/toolbar-options-button": {
"title": "$:/language/Docs/PaletteColours/toolbar-options-button",
"text": "Toolbar 'options' button foreground"
},
"$:/language/Docs/PaletteColours/toolbar-save-button": {
"title": "$:/language/Docs/PaletteColours/toolbar-save-button",
"text": "Toolbar 'save' button foreground"
},
"$:/language/Docs/PaletteColours/toolbar-info-button": {
"title": "$:/language/Docs/PaletteColours/toolbar-info-button",
"text": "Toolbar 'info' button foreground"
},
"$:/language/Docs/PaletteColours/toolbar-edit-button": {
"title": "$:/language/Docs/PaletteColours/toolbar-edit-button",
"text": "Toolbar 'edit' button foreground"
},
"$:/language/Docs/PaletteColours/toolbar-close-button": {
"title": "$:/language/Docs/PaletteColours/toolbar-close-button",
"text": "Toolbar 'close' button foreground"
},
"$:/language/Docs/PaletteColours/toolbar-delete-button": {
"title": "$:/language/Docs/PaletteColours/toolbar-delete-button",
"text": "Toolbar 'delete' button foreground"
},
"$:/language/Docs/PaletteColours/toolbar-cancel-button": {
"title": "$:/language/Docs/PaletteColours/toolbar-cancel-button",
"text": "Toolbar 'cancel' button foreground"
},
"$:/language/Docs/PaletteColours/toolbar-done-button": {
"title": "$:/language/Docs/PaletteColours/toolbar-done-button",
"text": "Toolbar 'done' button foreground"
},
"$:/language/Docs/PaletteColours/untagged-background": {
"title": "$:/language/Docs/PaletteColours/untagged-background",
"text": "Untagged pill background"
},
"$:/language/Docs/PaletteColours/very-muted-foreground": {
"title": "$:/language/Docs/PaletteColours/very-muted-foreground",
"text": "Very muted foreground"
},
"$:/language/EditTemplate/Body/External/Hint": {
"title": "$:/language/EditTemplate/Body/External/Hint",
"text": "This is an external tiddler stored outside of the main TiddlyWiki file. You can edit the tags and fields but cannot directly edit the content itself"
},
"$:/language/EditTemplate/Body/Hint": {
"title": "$:/language/EditTemplate/Body/Hint",
"text": "Use [[wiki text|http://tiddlywiki.com/static/WikiText.html]] to add formatting, images, and dynamic features"
},
"$:/language/EditTemplate/Body/Placeholder": {
"title": "$:/language/EditTemplate/Body/Placeholder",
"text": "Type the text for this tiddler"
},
"$:/language/EditTemplate/Body/Preview/Button/Hide": {
"title": "$:/language/EditTemplate/Body/Preview/Button/Hide",
"text": "hide preview"
},
"$:/language/EditTemplate/Body/Preview/Button/Show": {
"title": "$:/language/EditTemplate/Body/Preview/Button/Show",
"text": "show preview"
},
"$:/language/EditTemplate/Fields/Add/Button": {
"title": "$:/language/EditTemplate/Fields/Add/Button",
"text": "add"
},
"$:/language/EditTemplate/Fields/Add/Name/Placeholder": {
"title": "$:/language/EditTemplate/Fields/Add/Name/Placeholder",
"text": "field name"
},
"$:/language/EditTemplate/Fields/Add/Prompt": {
"title": "$:/language/EditTemplate/Fields/Add/Prompt",
"text": "Add a new field:"
},
"$:/language/EditTemplate/Fields/Add/Value/Placeholder": {
"title": "$:/language/EditTemplate/Fields/Add/Value/Placeholder",
"text": "field value"
},
"$:/language/EditTemplate/Shadow/Warning": {
"title": "$:/language/EditTemplate/Shadow/Warning",
"text": "This is a shadow tiddler. Any changes will override the default version"
},
"$:/language/EditTemplate/Shadow/OverriddenWarning": {
"title": "$:/language/EditTemplate/Shadow/OverriddenWarning",
"text": "This is a modified shadow tiddler. You can revert to the default version by deleting this tiddler"
},
"$:/language/EditTemplate/Tags/Add/Button": {
"title": "$:/language/EditTemplate/Tags/Add/Button",
"text": "add"
},
"$:/language/EditTemplate/Tags/Add/Placeholder": {
"title": "$:/language/EditTemplate/Tags/Add/Placeholder",
"text": "tag name"
},
"$:/language/EditTemplate/Type/Placeholder": {
"title": "$:/language/EditTemplate/Type/Placeholder",
"text": "content type"
},
"$:/language/EditTemplate/Type/Prompt": {
"title": "$:/language/EditTemplate/Type/Prompt",
"text": "Type:"
},
"$:/language/Docs/Fields/_canonical_uri": {
"title": "$:/language/Docs/Fields/_canonical_uri",
"text": "The full URI of an external image tiddler"
},
"$:/language/Docs/Fields/bag": {
"title": "$:/language/Docs/Fields/bag",
"text": "The name of the bag from which a tiddler came"
},
"$:/language/Docs/Fields/caption": {
"title": "$:/language/Docs/Fields/caption",
"text": "The text to be displayed on a tab or button"
},
"$:/language/Docs/Fields/color": {
"title": "$:/language/Docs/Fields/color",
"text": "The CSS color value associated with a tiddler"
},
"$:/language/Docs/Fields/component": {
"title": "$:/language/Docs/Fields/component",
"text": "The name of the component responsible for an [[alert tiddler|AlertMechanism]]"
},
"$:/language/Docs/Fields/current-tiddler": {
"title": "$:/language/Docs/Fields/current-tiddler",
"text": "Used to cache the top tiddler in a [[history list|HistoryMechanism]]"
},
"$:/language/Docs/Fields/created": {
"title": "$:/language/Docs/Fields/created",
"text": "The date a tiddler was created"
},
"$:/language/Docs/Fields/creator": {
"title": "$:/language/Docs/Fields/creator",
"text": "The name of the person who created a tiddler"
},
"$:/language/Docs/Fields/dependents": {
"title": "$:/language/Docs/Fields/dependents",
"text": "For a plugin, lists the dependent plugin titles"
},
"$:/language/Docs/Fields/description": {
"title": "$:/language/Docs/Fields/description",
"text": "The descriptive text for a plugin, or a modal dialogue"
},
"$:/language/Docs/Fields/draft.of": {
"title": "$:/language/Docs/Fields/draft.of",
"text": "For draft tiddlers, contains the title of the tiddler of which this is a draft"
},
"$:/language/Docs/Fields/draft.title": {
"title": "$:/language/Docs/Fields/draft.title",
"text": "For draft tiddlers, contains the proposed new title of the tiddler"
},
"$:/language/Docs/Fields/footer": {
"title": "$:/language/Docs/Fields/footer",
"text": "The footer text for a wizard"
},
"$:/language/Docs/Fields/hack-to-give-us-something-to-compare-against": {
"title": "$:/language/Docs/Fields/hack-to-give-us-something-to-compare-against",
"text": "A temporary storage field used in [[$:/core/templates/static.content]]"
},
"$:/language/Docs/Fields/icon": {
"title": "$:/language/Docs/Fields/icon",
"text": "The title of the tiddler containing the icon associated with a tiddler"
},
"$:/language/Docs/Fields/library": {
"title": "$:/language/Docs/Fields/library",
"text": "If set to \"yes\" indicates that a tiddler should be saved as a JavaScript library"
},
"$:/language/Docs/Fields/list": {
"title": "$:/language/Docs/Fields/list",
"text": "An ordered list of tiddler titles associated with a tiddler"
},
"$:/language/Docs/Fields/list-before": {
"title": "$:/language/Docs/Fields/list-before",
"text": "If set, the title of a tiddler before which this tiddler should be added to the ordered list of tiddler titles, or at the start of the list if this field is present but empty"
},
"$:/language/Docs/Fields/list-after": {
"title": "$:/language/Docs/Fields/list-after",
"text": "If set, the title of the tiddler after which this tiddler should be added to the ordered list of tiddler titles"
},
"$:/language/Docs/Fields/modified": {
"title": "$:/language/Docs/Fields/modified",
"text": "The date and time at which a tiddler was last modified"
},
"$:/language/Docs/Fields/modifier": {
"title": "$:/language/Docs/Fields/modifier",
"text": "The tiddler title associated with the person who last modified a tiddler"
},
"$:/language/Docs/Fields/name": {
"title": "$:/language/Docs/Fields/name",
"text": "The human readable name associated with a plugin tiddler"
},
"$:/language/Docs/Fields/plugin-priority": {
"title": "$:/language/Docs/Fields/plugin-priority",
"text": "A numerical value indicating the priority of a plugin tiddler"
},
"$:/language/Docs/Fields/plugin-type": {
"title": "$:/language/Docs/Fields/plugin-type",
"text": "The type of plugin in a plugin tiddler"
},
"$:/language/Docs/Fields/revision": {
"title": "$:/language/Docs/Fields/revision",
"text": "The revision of the tiddler held at the server"
},
"$:/language/Docs/Fields/released": {
"title": "$:/language/Docs/Fields/released",
"text": "Date of a TiddlyWiki release"
},
"$:/language/Docs/Fields/source": {
"title": "$:/language/Docs/Fields/source",
"text": "The source URL associated with a tiddler"
},
"$:/language/Docs/Fields/subtitle": {
"title": "$:/language/Docs/Fields/subtitle",
"text": "The subtitle text for a wizard"
},
"$:/language/Docs/Fields/tags": {
"title": "$:/language/Docs/Fields/tags",
"text": "A list of tags associated with a tiddler"
},
"$:/language/Docs/Fields/text": {
"title": "$:/language/Docs/Fields/text",
"text": "The body text of a tiddler"
},
"$:/language/Docs/Fields/title": {
"title": "$:/language/Docs/Fields/title",
"text": "The unique name of a tiddler"
},
"$:/language/Docs/Fields/type": {
"title": "$:/language/Docs/Fields/type",
"text": "The content type of a tiddler"
},
"$:/language/Docs/Fields/version": {
"title": "$:/language/Docs/Fields/version",
"text": "Version information for a plugin"
},
"$:/language/Filters/AllTiddlers": {
"title": "$:/language/Filters/AllTiddlers",
"text": "All tiddlers except system tiddlers"
},
"$:/language/Filters/RecentTiddlers": {
"title": "$:/language/Filters/RecentTiddlers",
"text": "Recently modified tiddlers"
},
"$:/language/Filters/AllTags": {
"title": "$:/language/Filters/AllTags",
"text": "All tags except system tags"
},
"$:/language/Filters/Missing": {
"title": "$:/language/Filters/Missing",
"text": "Missing tiddlers"
},
"$:/language/Filters/Drafts": {
"title": "$:/language/Filters/Drafts",
"text": "Draft tiddlers"
},
"$:/language/Filters/Orphans": {
"title": "$:/language/Filters/Orphans",
"text": "Orphan tiddlers"
},
"$:/language/Filters/SystemTiddlers": {
"title": "$:/language/Filters/SystemTiddlers",
"text": "System tiddlers"
},
"$:/language/Filters/ShadowTiddlers": {
"title": "$:/language/Filters/ShadowTiddlers",
"text": "Shadow tiddlers"
},
"$:/language/Filters/OverriddenShadowTiddlers": {
"title": "$:/language/Filters/OverriddenShadowTiddlers",
"text": "Overridden shadow tiddlers"
},
"$:/language/Filters/SystemTags": {
"title": "$:/language/Filters/SystemTags",
"text": "System tags"
},
"GettingStarted": {
"title": "GettingStarted",
"text": "Welcome to TiddlyWiki, the non-linear personal web notebook.\n\nTo get started, first verify that you can save changes successfully - see http://tiddlywiki.com/ for detailed instructions.\n\nThen you can:\n\n* Create new tiddlers using the 'plus' button in the sidebar\n* Visit the [[control panel|$:/ControlPanel]] using the 'cog' button in the sidebar to customise your wiki\n** Stop this message appearing by changing the default tiddlers under the ''Basics'' tab\n* Save changes using the 'download' button in the sidebar\n* Learn more about [[WikiText|http://tiddlywiki.com/static/WikiText.html]]\n"
},
"$:/language/Help/build": {
"title": "$:/language/Help/build",
"description": "Automatically run configured commands",
"text": "Build the specified build targets for the current wiki. If no build targets are specified then all available targets will be built.\n\n```\n--build <target> [<target> ...]\n```\n\nBuild targets are defined in the `tiddlywiki.info` file of a wiki folder.\n\n"
},
"$:/language/Help/clearpassword": {
"title": "$:/language/Help/clearpassword",
"description": "Clear a password for subsequent crypto operations",
"text": "Clear the password for subsequent crypto operations\n\n```\n--clearpassword\n```\n"
},
"$:/language/Help/default": {
"title": "$:/language/Help/default",
"text": "\\define commandTitle()\n$:/language/Help/$(command)$\n\\end\n```\nusage: tiddlywiki [<wikifolder>] [--<command> [<args>...]...]\n```\n\nAvailable commands:\n\n<ul>\n<$list filter=\"[commands[]sort[title]]\" variable=\"command\">\n<li><$link to=<<commandTitle>>><$macrocall $name=\"command\" $type=\"text/plain\" $output=\"text/plain\"/></$link>: <$transclude tiddler=<<commandTitle>> field=\"description\"/></li>\n</$list>\n</ul>\n\nTo get detailed help on a command:\n\n```\ntiddlywiki --help <command>\n```\n"
},
"$:/language/Help/help": {
"title": "$:/language/Help/help",
"description": "Display help for TiddlyWiki commands",
"text": "Displays help text for a command:\n\n```\n--help [<command>]\n```\n\nIf the command name is omitted then a list of available commands is displayed.\n"
},
"$:/language/Help/init": {
"title": "$:/language/Help/init",
"description": "Initialise a new wiki folder",
"text": "Initialise an empty [[WikiFolder|WikiFolders]] with a copy of the specified edition.\n\n```\n--init <edition> [<edition> ...]\n```\n\nFor example:\n\n```\ntiddlywiki ./MyWikiFolder --init empty\n```\n\nNote:\n\n* The wiki folder directory will be created if necessary\n* The \"edition\" defaults to ''empty''\n* The init command will fail if the wiki folder is not empty\n* The init command removes any `includeWikis` definitions in the edition's `tiddlywiki.info` file\n* When multiple editions are specified, editions initialised later will overwrite any files shared with earlier editions (so, the final `tiddlywiki.info` file will be copied from the last edition)\n* `--help editions` returns a list of available editions\n"
},
"$:/language/Help/load": {
"title": "$:/language/Help/load",
"description": "Load tiddlers from a file",
"text": "Load tiddlers from 2.x.x TiddlyWiki files (`.html`), `.tiddler`, `.tid`, `.json` or other files \n\n```\n--load <filepath>\n```\n\nTo load tiddlers from an encrypted TiddlyWiki file you should first specify the password with the PasswordCommand. For example:\n\n```\ntiddlywiki ./MyWiki --password pa55w0rd --load my_encrypted_wiki.html\n```\n\nNote that TiddlyWiki will not load an older version of an already loaded plugin.\n"
},
"$:/language/Help/notfound": {
"title": "$:/language/Help/notfound",
"text": "No such help item"
},
"$:/language/Help/output": {
"title": "$:/language/Help/output",
"description": "Set the base output directory for subsequent commands",
"text": "Sets the base output directory for subsequent commands. The default output directory is the `output` subdirectory of the edition directory.\n\n```\n--output <pathname>\n```\n\nIf the specified pathname is relative then it is resolved relative to the current working directory.\n"
},
"$:/language/Help/password": {
"title": "$:/language/Help/password",
"description": "Set a password for subsequent crypto operations",
"text": "Set a password for subsequent crypto operations\n\n```\n--password <password>\n```\n\n"
},
"$:/language/Help/rendertiddler": {
"title": "$:/language/Help/rendertiddler",
"description": "Render an individual tiddler as a specified ContentType",
"text": "Render an individual tiddler as a specified ContentType, defaults to `text/html` and save it to the specified filename:\n\n```\n--rendertiddler <title> <filename> [<type>]\n```\n\nBy default, the filename is resolved relative to the `output` subdirectory of the edition directory. The `--output` command can be used to direct output to a different directory.\n\nAny missing directories in the path to the filename are automatically created.\n"
},
"$:/language/Help/rendertiddlers": {
"title": "$:/language/Help/rendertiddlers",
"description": "Render tiddlers matching a filter to a specified ContentType",
"text": "Render a set of tiddlers matching a filter to separate files of a specified ContentType (defaults to `text/html`) and extension (defaults to `.html`).\n\n```\n--rendertiddlers <filter> <template> <pathname> [<type>] [<extension>]\n```\n\nFor example:\n\n```\n--rendertiddlers [!is[system]] $:/core/templates/static.tiddler.html ./static text/plain\n```\n\nBy default, the pathname is resolved relative to the `output` subdirectory of the edition directory. The `--output` command can be used to direct output to a different directory.\n\nAny files in the target directory are deleted. The target directory is recursively created if it is missing.\n"
},
"$:/language/Help/savetiddler": {
"title": "$:/language/Help/savetiddler",
"description": "Saves a raw tiddler to a file",
"text": "Saves an individual tiddler in its raw text or binary format to the specified filename. \n\n```\n--savetiddler <title> <filename>\n```\n\nBy default, the filename is resolved relative to the `output` subdirectory of the edition directory. The `--output` command can be used to direct output to a different directory.\n\nAny missing directories in the path to the filename are automatically created.\n"
},
"$:/language/Help/savetiddlers": {
"title": "$:/language/Help/savetiddlers",
"description": "Saves a group of raw tiddlers to a directory",
"text": "Saves a group of tiddlers in their raw text or binary format to the specified directory. \n\n```\n--savetiddlers <filter> <pathname>\n```\n\nBy default, the pathname is resolved relative to the `output` subdirectory of the edition directory. The `--output` command can be used to direct output to a different directory.\n\nAny missing directories in the pathname are automatically created.\n"
},
"$:/language/Help/server": {
"title": "$:/language/Help/server",
"description": "Provides an HTTP server interface to TiddlyWiki",
"text": "The server built in to TiddlyWiki5 is very simple. Although compatible with TiddlyWeb it doesn't support many of the features needed for robust Internet-facing usage.\n\nAt the root, it serves a rendering of a specified tiddler. Away from the root, it serves individual tiddlers encoded in JSON, and supports the basic HTTP operations for `GET`, `PUT` and `DELETE`.\n\n```\n--server <port> <roottiddler> <rendertype> <servetype> <username> <password> <host> <pathprefix>\n```\n\nThe parameters are:\n\n* ''port'' - port number to serve from (defaults to \"8080\")\n* ''roottiddler'' - the tiddler to serve at the root (defaults to \"$:/core/save/all\") \n* ''rendertype'' - the content type to which the root tiddler should be rendered (defaults to \"text/plain\")\n* ''servetype'' - the content type with which the root tiddler should be served (defaults to \"text/html\")\n* ''username'' - the default username for signing edits\n* ''password'' - optional password for basic authentication\n* ''host'' - optional hostname to serve from (defaults to \"127.0.0.1\" aka \"localhost\")\n* ''pathprefix'' - optional prefix for paths\n\nIf the password parameter is specified then the browser will prompt the user for the username and password. Note that the password is transmitted in plain text so this implementation isn't suitable for general use.\n\nFor example:\n\n```\n--server 8080 $:/core/save/all text/plain text/html MyUserName passw0rd\n```\n\nTo run multiple TiddlyWiki servers at the same time you'll need to put each one on a different port.\n"
},
"$:/language/Help/setfield": {
"title": "$:/language/Help/setfield",
"description": "Prepares external tiddlers for use",
"text": "//Note that this command is experimental and may change or be replaced during the TiddlyWiki version 5 beta//\n\nSets the specified field of a group of tiddlers to the result of wikifying a template tiddler with the `currentTiddler` variable set to the tiddler.\n\n```\n--setfield <filter> <fieldname> <templatetitle> <rendertype>\n```\n\nThe parameters are:\n\n* ''filter'' - filter identifying the tiddlers to be affected\n* ''fieldname'' - the field to modify (defaults to \"text\")\n* ''templatetitle'' - the tiddler to wikify into the specified field. If blank or missing then the specified field is deleted\n* ''type'' - the text type to render (defaults to \"text/plain\"; \"text/html\" can be used to include HTML tags)\n\n"
},
"$:/language/Help/verbose": {
"title": "$:/language/Help/verbose",
"description": "Triggers verbose output mode",
"text": "Triggers verbose output, useful for debugging \n\n```\n--verbose\n```\n"
},
"$:/language/Help/version": {
"title": "$:/language/Help/version",
"description": "Displays the version number of TiddlyWiki",
"text": "Displays the version number of TiddlyWiki.\n\n```\n--version\n```\n"
},
"$:/language/BinaryWarning/Prompt": {
"title": "$:/language/BinaryWarning/Prompt",
"text": "This tiddler contains binary data"
},
"$:/language/ClassicWarning/Hint": {
"title": "$:/language/ClassicWarning/Hint",
"text": "This tiddler is written in TiddlyWiki Classic wiki text format, which is not fully compatible with TiddlyWiki version 5. See http://tiddlywiki.com/static/Upgrading.html for more details. "
},
"$:/language/ClassicWarning/Upgrade/Caption": {
"title": "$:/language/ClassicWarning/Upgrade/Caption",
"text": "upgrade"
},
"$:/language/CloseAll/Button": {
"title": "$:/language/CloseAll/Button",
"text": "close all"
},
"$:/language/ConfirmCancelTiddler": {
"title": "$:/language/ConfirmCancelTiddler",
"text": "Do you wish to discard changes to the tiddler \"<$text text=<<title>>/>\"?"
},
"$:/language/ConfirmDeleteTiddler": {
"title": "$:/language/ConfirmDeleteTiddler",
"text": "Do you wish to delete the tiddler \"<$text text=<<title>>/>\"?"
},
"$:/language/ConfirmOverwriteTiddler": {
"title": "$:/language/ConfirmOverwriteTiddler",
"text": "Do you wish to overwrite the tiddler \"<$text text=<<title>>/>\"?"
},
"$:/language/ConfirmEditShadowTiddler": {
"title": "$:/language/ConfirmEditShadowTiddler",
"text": "You are about to edit a ShadowTiddler. Any changes will override the default system making future upgrades non-trivial. Are you sure you want to edit \"<$text text=<<title>>/>\"?"
},
"$:/language/InvalidFieldName": {
"title": "$:/language/InvalidFieldName",
"text": "Illegal characters in field name \"<$text text=<<fieldName>>/>\". Fields can only contain lowercase letters, digits and the characters underscore (`_`), hyphen (`-`) and period (`.`)"
},
"$:/language/MissingTiddler/Hint": {
"title": "$:/language/MissingTiddler/Hint",
"text": "Missing tiddler \"<$text text=<<currentTiddler>>/>\" - click {{$:/core/images/edit-button}} to create"
},
"$:/language/RecentChanges/DateFormat": {
"title": "$:/language/RecentChanges/DateFormat",
"text": "DDth MMM YYYY"
},
"$:/language/RelativeDate/Future/Days": {
"title": "$:/language/RelativeDate/Future/Days",
"text": "<<period>> days from now"
},
"$:/language/RelativeDate/Future/Hours": {
"title": "$:/language/RelativeDate/Future/Hours",
"text": "<<period>> hours from now"
},
"$:/language/RelativeDate/Future/Minutes": {
"title": "$:/language/RelativeDate/Future/Minutes",
"text": "<<period>> minutes from now"
},
"$:/language/RelativeDate/Future/Months": {
"title": "$:/language/RelativeDate/Future/Months",
"text": "<<period>> months from now"
},
"$:/language/RelativeDate/Future/Second": {
"title": "$:/language/RelativeDate/Future/Second",
"text": "1 second from now"
},
"$:/language/RelativeDate/Future/Seconds": {
"title": "$:/language/RelativeDate/Future/Seconds",
"text": "<<period>> seconds from now"
},
"$:/language/RelativeDate/Future/Years": {
"title": "$:/language/RelativeDate/Future/Years",
"text": "<<period>> years from now"
},
"$:/language/RelativeDate/Past/Days": {
"title": "$:/language/RelativeDate/Past/Days",
"text": "<<period>> days ago"
},
"$:/language/RelativeDate/Past/Hours": {
"title": "$:/language/RelativeDate/Past/Hours",
"text": "<<period>> hours ago"
},
"$:/language/RelativeDate/Past/Minutes": {
"title": "$:/language/RelativeDate/Past/Minutes",
"text": "<<period>> minutes ago"
},
"$:/language/RelativeDate/Past/Months": {
"title": "$:/language/RelativeDate/Past/Months",
"text": "<<period>> months ago"
},
"$:/language/RelativeDate/Past/Second": {
"title": "$:/language/RelativeDate/Past/Second",
"text": "1 second ago"
},
"$:/language/RelativeDate/Past/Seconds": {
"title": "$:/language/RelativeDate/Past/Seconds",
"text": "<<period>> seconds ago"
},
"$:/language/RelativeDate/Past/Years": {
"title": "$:/language/RelativeDate/Past/Years",
"text": "<<period>> years ago"
},
"$:/language/SystemTiddler/Tooltip": {
"title": "$:/language/SystemTiddler/Tooltip",
"text": "This is a system tiddler"
},
"$:/language/TagManager/Colour/Heading": {
"title": "$:/language/TagManager/Colour/Heading",
"text": "Colour"
},
"$:/language/TagManager/Count/Heading": {
"title": "$:/language/TagManager/Count/Heading",
"text": "Count"
},
"$:/language/TagManager/Icon/Heading": {
"title": "$:/language/TagManager/Icon/Heading",
"text": "Icon"
},
"$:/language/TagManager/Tag/Heading": {
"title": "$:/language/TagManager/Tag/Heading",
"text": "Tag"
},
"$:/language/Modals/Download": {
"title": "$:/language/Modals/Download",
"type": "text/vnd.tiddlywiki",
"subtitle": "Download changes",
"footer": "<$button message=\"tw-close-tiddler\" class=\"btn btn-primary\">Close</$button>",
"help": "http://tiddlywiki.com/static/DownloadingChanges.html",
"text": "Your browser only supports manual saving.\n\nTo save your modified wiki, right click on the download link below and select \"Download file\" or \"Save file\", and then choose the folder and filename.\n\n//You can marginally speed things up by clicking the link with the control key (Windows) or the options/alt key (Mac OS X). You will not be prompted for the folder or filename, but your browser is likely to give it an unrecognisable name -- you may need to rename the file to include an `.html` extension before you can do anything useful with it.//\n\nOn smartphones that do not allow files to be downloaded you can instead bookmark the link, and then sync your bookmarks to a desktop computer from where the wiki can be saved normally.\n"
},
"$:/language/Modals/SaveInstructions": {
"title": "$:/language/Modals/SaveInstructions",
"type": "text/vnd.tiddlywiki",
"subtitle": "Save your work",
"footer": "<$button message=\"tw-close-tiddler\" class=\"btn btn-primary\">Close</$button>",
"help": "http://tiddlywiki.com/static/SavingChanges.html",
"text": "Your changes to this wiki need to be saved as a ~TiddlyWiki HTML file.\n\n!!! Desktop browsers\n\n# Select ''Save As'' from the ''File'' menu\n# Choose a filename and location\n#* Some browsers also require you to explicitly specify the file saving format as ''Webpage, HTML only'' or similar\n# Close this tab\n\n!!! Smartphone browsers\n\n# Create a bookmark to this page\n#* If you've got iCloud or Google Sync set up then the bookmark will automatically sync to your desktop where you can open it and save it as above\n# Close this tab\n\n//If you open the bookmark again in Mobile Safari you will see this message again. If you want to go ahead and use the file, just click the ''close'' button below//\n"
},
"$:/language/Notifications/Save/Done": {
"title": "$:/language/Notifications/Save/Done",
"text": "Saved wiki"
},
"$:/language/Notifications/Save/Starting": {
"title": "$:/language/Notifications/Save/Starting",
"text": "Starting to save wiki"
},
"$:/language/Search/Filter/Caption": {
"title": "$:/language/Search/Filter/Caption",
"text": "Filter"
},
"$:/language/Search/Filter/Hint": {
"title": "$:/language/Search/Filter/Hint",
"text": "Search via a [[filter expression|http://tiddlywiki.com/static/TiddlerFilters.html]]"
},
"$:/language/Search/Filter/Matches": {
"title": "$:/language/Search/Filter/Matches",
"text": "//<small><$count filter={{$:/temp/advancedsearch}}/> matches</small>//"
},
"$:/language/Search/Matches": {
"title": "$:/language/Search/Matches",
"text": "//<small><$count filter=\"[!is[system]search{$:/temp/search}]\"/> matches</small>//"
},
"$:/language/Search/Shadows/Caption": {
"title": "$:/language/Search/Shadows/Caption",
"text": "Shadows"
},
"$:/language/Search/Shadows/Hint": {
"title": "$:/language/Search/Shadows/Hint",
"text": "Search for shadow tiddlers"
},
"$:/language/Search/Shadows/Matches": {
"title": "$:/language/Search/Shadows/Matches",
"text": "//<small><$count filter=\"[all[shadows]search{$:/temp/advancedsearch}]\"/> matches</small>//"
},
"$:/language/Search/Standard/Caption": {
"title": "$:/language/Search/Standard/Caption",
"text": "Standard"
},
"$:/language/Search/Standard/Hint": {
"title": "$:/language/Search/Standard/Hint",
"text": "Search for standard tiddlers"
},
"$:/language/Search/Standard/Matches": {
"title": "$:/language/Search/Standard/Matches",
"text": "//<small><$count filter=\"[!is[system]search{$:/temp/advancedsearch}]\"/> matches</small>//"
},
"$:/language/Search/System/Caption": {
"title": "$:/language/Search/System/Caption",
"text": "System"
},
"$:/language/Search/System/Hint": {
"title": "$:/language/Search/System/Hint",
"text": "Search for system tiddlers"
},
"$:/language/Search/System/Matches": {
"title": "$:/language/Search/System/Matches",
"text": "//<small><$count filter=\"[is[system]search{$:/temp/advancedsearch}]\"/> matches</small>//"
},
"$:/language/SideBar/All/Caption": {
"title": "$:/language/SideBar/All/Caption",
"text": "All"
},
"$:/language/SideBar/Contents/Caption": {
"title": "$:/language/SideBar/Contents/Caption",
"text": "Contents"
},
"$:/language/SideBar/Drafts/Caption": {
"title": "$:/language/SideBar/Drafts/Caption",
"text": "Drafts"
},
"$:/language/SideBar/Missing/Caption": {
"title": "$:/language/SideBar/Missing/Caption",
"text": "Missing"
},
"$:/language/SideBar/More/Caption": {
"title": "$:/language/SideBar/More/Caption",
"text": "More"
},
"$:/language/SideBar/Open/Caption": {
"title": "$:/language/SideBar/Open/Caption",
"text": "Open"
},
"$:/language/SideBar/Orphans/Caption": {
"title": "$:/language/SideBar/Orphans/Caption",
"text": "Orphans"
},
"$:/language/SideBar/Recent/Caption": {
"title": "$:/language/SideBar/Recent/Caption",
"text": "Recent"
},
"$:/language/SideBar/Shadows/Caption": {
"title": "$:/language/SideBar/Shadows/Caption",
"text": "Shadows"
},
"$:/language/SideBar/System/Caption": {
"title": "$:/language/SideBar/System/Caption",
"text": "System"
},
"$:/language/SideBar/Tags/Caption": {
"title": "$:/language/SideBar/Tags/Caption",
"text": "Tags"
},
"$:/language/SideBar/Tags/TagManager/Caption": {
"title": "$:/language/SideBar/Tags/TagManager/Caption",
"text": "Tag Manager"
},
"$:/language/SideBar/Tags/Untagged/Caption": {
"title": "$:/language/SideBar/Tags/Untagged/Caption",
"text": "untagged"
},
"$:/language/SideBar/Tools/Caption": {
"title": "$:/language/SideBar/Tools/Caption",
"text": "Tools"
},
"$:/language/SideBar/Types/Caption": {
"title": "$:/language/SideBar/Types/Caption",
"text": "Types"
},
"$:/SiteSubtitle": {
"title": "$:/SiteSubtitle",
"text": "a non-linear personal web notebook"
},
"$:/SiteTitle": {
"title": "$:/SiteTitle",
"text": "My ~TiddlyWiki"
},
"$:/language/TiddlerInfo/Advanced/Caption": {
"title": "$:/language/TiddlerInfo/Advanced/Caption",
"text": "Advanced"
},
"$:/language/TiddlerInfo/Advanced/PluginInfo/Empty/Hint": {
"title": "$:/language/TiddlerInfo/Advanced/PluginInfo/Empty/Hint",
"text": "none"
},
"$:/language/TiddlerInfo/Advanced/PluginInfo/Heading": {
"title": "$:/language/TiddlerInfo/Advanced/PluginInfo/Heading",
"text": "Plugin Details"
},
"$:/language/TiddlerInfo/Advanced/PluginInfo/Hint": {
"title": "$:/language/TiddlerInfo/Advanced/PluginInfo/Hint",
"text": "This plugin contains the following shadow tiddlers:"
},
"$:/language/TiddlerInfo/Advanced/ShadowInfo/Heading": {
"title": "$:/language/TiddlerInfo/Advanced/ShadowInfo/Heading",
"text": "Shadow Status"
},
"$:/language/TiddlerInfo/Advanced/ShadowInfo/NotShadow/Hint": {
"title": "$:/language/TiddlerInfo/Advanced/ShadowInfo/NotShadow/Hint",
"text": "The tiddler <$link to=<<infoTiddler>>><$text text=<<infoTiddler>>/></$link> is not a shadow tiddler"
},
"$:/language/TiddlerInfo/Advanced/ShadowInfo/Shadow/Hint": {
"title": "$:/language/TiddlerInfo/Advanced/ShadowInfo/Shadow/Hint",
"text": "The tiddler <$link to=<<infoTiddler>>><$text text=<<infoTiddler>>/></$link> is a shadow tiddler"
},
"$:/language/TiddlerInfo/Advanced/ShadowInfo/Shadow/Source": {
"title": "$:/language/TiddlerInfo/Advanced/ShadowInfo/Shadow/Source",
"text": "It is defined in the plugin <$link to=<<pluginTiddler>>><$text text=<<pluginTiddler>>/></$link>"
},
"$:/language/TiddlerInfo/Advanced/ShadowInfo/OverriddenShadow/Hint": {
"title": "$:/language/TiddlerInfo/Advanced/ShadowInfo/OverriddenShadow/Hint",
"text": "It is overridden by an ordinary tiddler"
},
"$:/language/TiddlerInfo/Fields/Caption": {
"title": "$:/language/TiddlerInfo/Fields/Caption",
"text": "Fields"
},
"$:/language/TiddlerInfo/List/Caption": {
"title": "$:/language/TiddlerInfo/List/Caption",
"text": "List"
},
"$:/language/TiddlerInfo/List/Empty": {
"title": "$:/language/TiddlerInfo/List/Empty",
"text": "This tiddler does not have a list"
},
"$:/language/TiddlerInfo/Listed/Caption": {
"title": "$:/language/TiddlerInfo/Listed/Caption",
"text": "Listed"
},
"$:/language/TiddlerInfo/Listed/Empty": {
"title": "$:/language/TiddlerInfo/Listed/Empty",
"text": "This tiddler is not listed by any others"
},
"$:/language/TiddlerInfo/References/Caption": {
"title": "$:/language/TiddlerInfo/References/Caption",
"text": "References"
},
"$:/language/TiddlerInfo/References/Empty": {
"title": "$:/language/TiddlerInfo/References/Empty",
"text": "No tiddlers link to this one"
},
"$:/language/TiddlerInfo/Tagging/Caption": {
"title": "$:/language/TiddlerInfo/Tagging/Caption",
"text": "Tagging"
},
"$:/language/TiddlerInfo/Tagging/Empty": {
"title": "$:/language/TiddlerInfo/Tagging/Empty",
"text": "No tiddlers are tagged with this one"
},
"$:/language/Docs/Types/application/javascript": {
"title": "$:/language/Docs/Types/application/javascript",
"description": "JavaScript code",
"name": "application/javascript",
"group": "Developer"
},
"$:/language/Docs/Types/application/json": {
"title": "$:/language/Docs/Types/application/json",
"description": "JSON data",
"name": "application/json",
"group": "Developer"
},
"$:/language/Docs/Types/application/x-tiddler-dictionary": {
"title": "$:/language/Docs/Types/application/x-tiddler-dictionary",
"description": "Data dictionary",
"name": "application/x-tiddler-dictionary",
"group": "Developer"
},
"$:/language/Docs/Types/image/gif": {
"title": "$:/language/Docs/Types/image/gif",
"description": "GIF image",
"name": "image/gif",
"group": "Image"
},
"$:/language/Docs/Types/image/jpeg": {
"title": "$:/language/Docs/Types/image/jpeg",
"description": "JPEG image",
"name": "image/jpeg",
"group": "Image"
},
"$:/language/Docs/Types/image/png": {
"title": "$:/language/Docs/Types/image/png",
"description": "PNG image",
"name": "image/png",
"group": "Image"
},
"$:/language/Docs/Types/image/svg+xml": {
"title": "$:/language/Docs/Types/image/svg+xml",
"description": "Structured Vector Graphics image",
"name": "image/svg+xml",
"group": "Image"
},
"$:/language/Docs/Types/image/x-icon": {
"title": "$:/language/Docs/Types/image/x-icon",
"description": "ICO format icon file",
"name": "image/x-icon",
"group": "Image"
},
"$:/language/Docs/Types/text/css": {
"title": "$:/language/Docs/Types/text/css",
"description": "Static stylesheet",
"name": "text/css",
"group": "Developer"
},
"$:/language/Docs/Types/text/html": {
"title": "$:/language/Docs/Types/text/html",
"description": "HTML markup",
"name": "text/html",
"group": "Text"
},
"$:/language/Docs/Types/text/plain": {
"title": "$:/language/Docs/Types/text/plain",
"description": "Plain text",
"name": "text/plain",
"group": "Text"
},
"$:/language/Docs/Types/text/vnd.tiddlywiki": {
"title": "$:/language/Docs/Types/text/vnd.tiddlywiki",
"description": "TiddlyWiki 5",
"name": "text/vnd.tiddlywiki",
"group": "Text"
},
"$:/language/Docs/Types/text/x-tiddlywiki": {
"title": "$:/language/Docs/Types/text/x-tiddlywiki",
"description": "TiddlyWiki Classic",
"name": "text/x-tiddlywiki",
"group": "Text"
},
"$:/languages/en-GB": {
"title": "$:/languages/en-GB",
"name": "en-GB",
"description": "English (British)",
"author": "JeremyRuston",
"core-version": ">=5.0.0\"",
"text": "Stub pseudo-plugin for the default language"
},
"$:/core/modules/commander.js": {
"text": "/*\\\ntitle: $:/core/modules/commander.js\ntype: application/javascript\nmodule-type: global\n\nThe $tw.Commander class is a command interpreter\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nParse a sequence of commands\n\tcommandTokens: an array of command string tokens\n\twiki: reference to the wiki store object\n\tstreams: {output:, error:}, each of which has a write(string) method\n\tcallback: a callback invoked as callback(err) where err is null if there was no error\n*/\nvar Commander = function(commandTokens,callback,wiki,streams) {\n\tvar path = require(\"path\");\n\tthis.commandTokens = commandTokens;\n\tthis.nextToken = 0;\n\tthis.callback = callback;\n\tthis.wiki = wiki;\n\tthis.streams = streams;\n\tthis.outputPath = path.resolve($tw.boot.wikiPath,$tw.config.wikiOutputSubDir);\n};\n\n/*\nAdd a string of tokens to the command queue\n*/\nCommander.prototype.addCommandTokens = function(commandTokens) {\n\tArray.prototype.push.apply(this.commandTokens,commandTokens);\n};\n\n/*\nExecute the sequence of commands and invoke a callback on completion\n*/\nCommander.prototype.execute = function() {\n\tthis.executeNextCommand();\n};\n\n/*\nExecute the next command in the sequence\n*/\nCommander.prototype.executeNextCommand = function() {\n\tvar self = this;\n\t// Invoke the callback if there are no more commands\n\tif(this.nextToken >= this.commandTokens.length) {\n\t\tthis.callback(null);\n\t} else {\n\t\t// Get and check the command token\n\t\tvar commandName = this.commandTokens[this.nextToken++];\n\t\tif(commandName.substr(0,2) !== \"--\") {\n\t\t\tthis.callback(\"Missing command\");\n\t\t} else {\n\t\t\tcommandName = commandName.substr(2); // Trim off the --\n\t\t\t// Accumulate the parameters to the command\n\t\t\tvar params = [];\n\t\t\twhile(this.nextToken < this.commandTokens.length && \n\t\t\t\tthis.commandTokens[this.nextToken].substr(0,2) !== \"--\") {\n\t\t\t\tparams.push(this.commandTokens[this.nextToken++]);\n\t\t\t}\n\t\t\t// Get the command info\n\t\t\tvar command = $tw.commands[commandName],\n\t\t\t\tc,err;\n\t\t\tif(!command) {\n\t\t\t\tthis.callback(\"Unknown command: \" + commandName);\n\t\t\t} else {\n\t\t\t\tif(this.verbose) {\n\t\t\t\t\tthis.streams.output.write(\"Executing command: \" + commandName + \" \" + params.join(\" \") + \"\\n\");\n\t\t\t\t}\n\t\t\t\tif(command.info.synchronous) {\n\t\t\t\t\t// Synchronous command\n\t\t\t\t\tc = new command.Command(params,this);\n\t\t\t\t\terr = c.execute();\n\t\t\t\t\tif(err) {\n\t\t\t\t\t\tthis.callback(err);\n\t\t\t\t\t} else {\n\t\t\t\t\t\tthis.executeNextCommand();\n\t\t\t\t\t}\n\t\t\t\t} else {\n\t\t\t\t\t// Asynchronous command\n\t\t\t\t\tc = new command.Command(params,this,function(err) {\n\t\t\t\t\t\tif(err) {\n\t\t\t\t\t\t\tself.callback(err);\n\t\t\t\t\t\t} else {\n\t\t\t\t\t\t\tself.executeNextCommand();\n\t\t\t\t\t\t}\n\t\t\t\t\t});\n\t\t\t\t\terr = c.execute();\n\t\t\t\t\tif(err) {\n\t\t\t\t\t\tthis.callback(err);\n\t\t\t\t\t}\n\t\t\t\t}\n\t\t\t}\n\t\t}\n\t}\n};\n\nCommander.initCommands = function(moduleType) {\n\tmoduleType = moduleType || \"command\";\n\t$tw.commands = {};\n\t$tw.modules.forEachModuleOfType(moduleType,function(title,module) {\n\t\tvar c = $tw.commands[module.info.name] = {};\n\t\t// Add the methods defined by the module\n\t\tfor(var f in module) {\n\t\t\tif($tw.utils.hop(module,f)) {\n\t\t\t\tc[f] = module[f];\n\t\t\t}\n\t\t}\n\t});\n};\n\nexports.Commander = Commander;\n\n})();\n",
"title": "$:/core/modules/commander.js",
"type": "application/javascript",
"module-type": "global"
},
"$:/core/modules/commands/build.js": {
"text": "/*\\\ntitle: $:/core/modules/commands/build.js\ntype: application/javascript\nmodule-type: command\n\nCommand to build a build target\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nexports.info = {\n\tname: \"build\",\n\tsynchronous: true\n};\n\nvar Command = function(params,commander) {\n\tthis.params = params;\n\tthis.commander = commander;\n};\n\nCommand.prototype.execute = function() {\n\t// Get the build targets defined in the wiki\n\tvar buildTargets = $tw.boot.wikiInfo.build;\n\tif(!buildTargets) {\n\t\treturn \"No build targets defined\"\n\t}\n\t// Loop through each of the specified targets\n\tvar targets;\n\tif(this.params.length > 0) {\n\t\ttargets = this.params;\n\t} else {\n\t\ttargets = Object.keys(buildTargets);\n\t}\n\tfor(var targetIndex=0; targetIndex<targets.length; targetIndex++) {\n\t\tvar target = targets[targetIndex],\n\t\t\tcommands = buildTargets[target];\n\t\tif(!commands) {\n\t\t\treturn \"Build target '\" + target + \"' not found\";\n\t\t}\n\t\t// Add the commands to the queue\n\t\tthis.commander.addCommandTokens(commands);\n\t}\n\treturn null;\n};\n\nexports.Command = Command;\n\n})();\n",
"title": "$:/core/modules/commands/build.js",
"type": "application/javascript",
"module-type": "command"
},
"$:/core/modules/commands/clearpassword.js": {
"text": "/*\\\ntitle: $:/core/modules/commands/clearpassword.js\ntype: application/javascript\nmodule-type: command\n\nClear password for crypto operations\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nexports.info = {\n\tname: \"clearpassword\",\n\tsynchronous: true\n};\n\nvar Command = function(params,commander,callback) {\n\tthis.params = params;\n\tthis.commander = commander;\n\tthis.callback = callback;\n};\n\nCommand.prototype.execute = function() {\n\t$tw.crypto.setPassword(null);\n\treturn null;\n};\n\nexports.Command = Command;\n\n})();\n",
"title": "$:/core/modules/commands/clearpassword.js",
"type": "application/javascript",
"module-type": "command"
},
"$:/core/modules/commands/help.js": {
"text": "/*\\\ntitle: $:/core/modules/commands/help.js\ntype: application/javascript\nmodule-type: command\n\nHelp command\n\n\\*/\n(function(){\n\n/*jshint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nexports.info = {\n\tname: \"help\",\n\tsynchronous: true\n};\n\nvar Command = function(params,commander) {\n\tthis.params = params;\n\tthis.commander = commander;\n};\n\nCommand.prototype.execute = function() {\n\tvar subhelp = this.params[0] || \"default\",\n\t\thelpBase = \"$:/language/Help/\",\n\t\ttext;\n\tif(!this.commander.wiki.getTiddler(helpBase + subhelp)) {\n\t\tsubhelp = \"notfound\";\n\t}\n\t// Wikify the help as formatted text (ie block elements generate newlines)\n\ttext = this.commander.wiki.renderTiddler(\"text/plain-formatted\",helpBase + subhelp);\n\t// Remove any leading linebreaks\n\ttext = text.replace(/^(\\r?\\n)*/g,\"\");\n\tthis.commander.streams.output.write(text);\n};\n\nexports.Command = Command;\n\n})();\n",
"title": "$:/core/modules/commands/help.js",
"type": "application/javascript",
"module-type": "command"
},
"$:/core/modules/commands/init.js": {
"text": "/*\\\ntitle: $:/core/modules/commands/init.js\ntype: application/javascript\nmodule-type: command\n\nCommand to initialise an empty wiki folder\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nexports.info = {\n\tname: \"init\",\n\tsynchronous: true\n};\n\nvar Command = function(params,commander) {\n\tthis.params = params;\n\tthis.commander = commander;\n};\n\nCommand.prototype.execute = function() {\n\tvar fs = require(\"fs\"),\n\t\tpath = require(\"path\");\n\t// Check that we don't already have a valid wiki folder\n\tif($tw.boot.wikiTiddlersPath) {\n\t\treturn \"Wiki folder is not empty\";\n\t}\n\t// Loop through each of the specified editions\n\tvar editions = this.params.length > 0 ? this.params : [\"empty\"];\n\tfor(var editionIndex=0; editionIndex<editions.length; editionIndex++) {\n\t\tvar editionName = editions[editionIndex];\n\t\t// Check the edition exists\n\t\tvar editionPath = $tw.findLibraryItem(editionName,$tw.getLibraryItemSearchPaths($tw.config.editionsPath,$tw.config.editionsEnvVar));\n\t\tif(!$tw.utils.isDirectory(editionPath)) {\n\t\t\treturn \"Edition '\" + editionName + \"' not found\";\n\t\t}\n\t\t// Copy the edition content\n\t\tvar err = $tw.utils.copyDirectory(editionPath,$tw.boot.wikiPath);\n\t\tif(!err) {\n\t\t\tthis.commander.streams.output.write(\"Copied edition '\" + editionName + \"' to \" + $tw.boot.wikiPath + \"\\n\");\n\t\t} else {\n\t\t\treturn err;\n\t\t}\n\t}\n\t// Tweak the tiddlywiki.info to remove any included wikis\n\tvar packagePath = $tw.boot.wikiPath + \"/tiddlywiki.info\",\n\t\tpackageJson = JSON.parse(fs.readFileSync(packagePath));\n\tdelete packageJson.includeWikis;\n\tfs.writeFileSync(packagePath,JSON.stringify(packageJson,null,$tw.config.preferences.jsonSpaces));\n\treturn null;\n};\n\nexports.Command = Command;\n\n})();\n",
"title": "$:/core/modules/commands/init.js",
"type": "application/javascript",
"module-type": "command"
},
"$:/core/modules/commands/load.js": {
"text": "/*\\\ntitle: $:/core/modules/commands/load.js\ntype: application/javascript\nmodule-type: command\n\nCommand to load tiddlers from a file\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nexports.info = {\n\tname: \"load\",\n\tsynchronous: false\n};\n\nvar Command = function(params,commander,callback) {\n\tthis.params = params;\n\tthis.commander = commander;\n\tthis.callback = callback;\n};\n\nCommand.prototype.execute = function() {\n\tvar self = this,\n\t\tfs = require(\"fs\"),\n\t\tpath = require(\"path\");\n\tif(this.params.length < 1) {\n\t\treturn \"Missing filename\";\n\t}\n\tvar ext = path.extname(self.params[0]);\n\tfs.readFile(this.params[0],$tw.utils.getTypeEncoding(ext),function(err,data) {\n\t\tif (err) {\n\t\t\tself.callback(err);\n\t\t} else {\n\t\t\tvar fields = {title: self.params[0]},\n\t\t\t\ttype = path.extname(self.params[0]);\n\t\t\tvar tiddlers = self.commander.wiki.deserializeTiddlers(type,data,fields);\n\t\t\tif(!tiddlers) {\n\t\t\t\tself.callback(\"No tiddlers found in file \\\"\" + self.params[0] + \"\\\"\");\n\t\t\t} else {\n\t\t\t\tfor(var t=0; t<tiddlers.length; t++) {\n\t\t\t\t\tself.commander.wiki.importTiddler(new $tw.Tiddler(tiddlers[t]));\n\t\t\t\t}\n\t\t\t\tself.callback(null);\t\n\t\t\t}\n\t\t}\n\t});\n\treturn null;\n};\n\nexports.Command = Command;\n\n})();\n",
"title": "$:/core/modules/commands/load.js",
"type": "application/javascript",
"module-type": "command"
},
"$:/core/modules/commands/output.js": {
"text": "/*\\\ntitle: $:/core/modules/commands/output.js\ntype: application/javascript\nmodule-type: command\n\nCommand to set the default output location (defaults to current working directory)\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nexports.info = {\n\tname: \"output\",\n\tsynchronous: true\n};\n\nvar Command = function(params,commander,callback) {\n\tthis.params = params;\n\tthis.commander = commander;\n\tthis.callback = callback;\n};\n\nCommand.prototype.execute = function() {\n\tvar fs = require(\"fs\"),\n\t\tpath = require(\"path\");\n\tif(this.params.length < 1) {\n\t\treturn \"Missing output path\";\n\t}\n\tthis.commander.outputPath = path.resolve(process.cwd(),this.params[0]);\n\treturn null;\n};\n\nexports.Command = Command;\n\n})();\n",
"title": "$:/core/modules/commands/output.js",
"type": "application/javascript",
"module-type": "command"
},
"$:/core/modules/commands/password.js": {
"text": "/*\\\ntitle: $:/core/modules/commands/password.js\ntype: application/javascript\nmodule-type: command\n\nSave password for crypto operations\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nexports.info = {\n\tname: \"password\",\n\tsynchronous: true\n};\n\nvar Command = function(params,commander,callback) {\n\tthis.params = params;\n\tthis.commander = commander;\n\tthis.callback = callback;\n};\n\nCommand.prototype.execute = function() {\n\tif(this.params.length < 1) {\n\t\treturn \"Missing password\";\n\t}\n\t$tw.crypto.setPassword(this.params[0]);\n\treturn null;\n};\n\nexports.Command = Command;\n\n})();\n",
"title": "$:/core/modules/commands/password.js",
"type": "application/javascript",
"module-type": "command"
},
"$:/core/modules/commands/rendertiddler.js": {
"text": "/*\\\ntitle: $:/core/modules/commands/rendertiddler.js\ntype: application/javascript\nmodule-type: command\n\nCommand to render a tiddler and save it to a file\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nexports.info = {\n\tname: \"rendertiddler\",\n\tsynchronous: false\n};\n\nvar Command = function(params,commander,callback) {\n\tthis.params = params;\n\tthis.commander = commander;\n\tthis.callback = callback;\n};\n\nCommand.prototype.execute = function() {\n\tif(this.params.length < 2) {\n\t\treturn \"Missing filename\";\n\t}\n\tvar self = this,\n\t\tfs = require(\"fs\"),\n\t\tpath = require(\"path\"),\n\t\ttitle = this.params[0],\n\t\tfilename = path.resolve(this.commander.outputPath,this.params[1]),\n\t\ttype = this.params[2] || \"text/html\";\n\t$tw.utils.createFileDirectories(filename);\n\tfs.writeFile(filename,this.commander.wiki.renderTiddler(type,title),\"utf8\",function(err) {\n\t\tself.callback(err);\n\t});\n\treturn null;\n};\n\nexports.Command = Command;\n\n})();\n",
"title": "$:/core/modules/commands/rendertiddler.js",
"type": "application/javascript",
"module-type": "command"
},
"$:/core/modules/commands/rendertiddlers.js": {
"text": "/*\\\ntitle: $:/core/modules/commands/rendertiddlers.js\ntype: application/javascript\nmodule-type: command\n\nCommand to render several tiddlers to a folder of files\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nvar widget = require(\"$:/core/modules/widgets/widget.js\");\n\nexports.info = {\n\tname: \"rendertiddlers\",\n\tsynchronous: true\n};\n\nvar Command = function(params,commander,callback) {\n\tthis.params = params;\n\tthis.commander = commander;\n\tthis.callback = callback;\n};\n\nCommand.prototype.execute = function() {\n\tif(this.params.length < 2) {\n\t\treturn \"Missing filename\";\n\t}\n\tvar self = this,\n\t\tfs = require(\"fs\"),\n\t\tpath = require(\"path\"),\n\t\twiki = this.commander.wiki,\n\t\tfilter = this.params[0],\n\t\ttemplate = this.params[1],\n\t\tpathname = path.resolve(this.commander.outputPath,this.params[2]),\n\t\ttype = this.params[3] || \"text/html\",\n\t\textension = this.params[4] || \".html\",\n\t\ttiddlers = wiki.filterTiddlers(filter);\n\t$tw.utils.deleteDirectory(pathname);\n\t$tw.utils.createDirectory(pathname);\n\t$tw.utils.each(tiddlers,function(title) {\n\t\tvar parser = wiki.parseTiddler(template),\n\t\t\twidgetNode = wiki.makeWidget(parser,{variables: {currentTiddler: title}});\n\t\tvar container = $tw.fakeDocument.createElement(\"div\");\n\t\twidgetNode.render(container,null);\n\t\tvar text = type === \"text/html\" ? container.innerHTML : container.textContent;\n\t\tfs.writeFileSync(path.resolve(pathname,encodeURIComponent(title) + extension),text,\"utf8\");\n\t});\n\treturn null;\n};\n\nexports.Command = Command;\n\n})();\n",
"title": "$:/core/modules/commands/rendertiddlers.js",
"type": "application/javascript",
"module-type": "command"
},
"$:/core/modules/commands/savetiddler.js": {
"text": "/*\\\ntitle: $:/core/modules/commands/savetiddler.js\ntype: application/javascript\nmodule-type: command\n\nCommand to save the content of a tiddler to a file\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nexports.info = {\n\tname: \"savetiddler\",\n\tsynchronous: false\n};\n\nvar Command = function(params,commander,callback) {\n\tthis.params = params;\n\tthis.commander = commander;\n\tthis.callback = callback;\n};\n\nCommand.prototype.execute = function() {\n\tif(this.params.length < 2) {\n\t\treturn \"Missing filename\";\n\t}\n\tvar self = this,\n\t\tfs = require(\"fs\"),\n\t\tpath = require(\"path\"),\n\t\ttitle = this.params[0],\n\t\tfilename = path.resolve(this.commander.outputPath,this.params[1]),\n\t\ttiddler = this.commander.wiki.getTiddler(title),\n\t\ttype = tiddler.fields.type || \"text/vnd.tiddlywiki\",\n\t\tcontentTypeInfo = $tw.config.contentTypeInfo[type] || {encoding: \"utf8\"};\n\t$tw.utils.createFileDirectories(filename);\n\tfs.writeFile(filename,tiddler.fields.text,contentTypeInfo.encoding,function(err) {\n\t\tself.callback(err);\n\t});\n\treturn null;\n};\n\nexports.Command = Command;\n\n})();\n",
"title": "$:/core/modules/commands/savetiddler.js",
"type": "application/javascript",
"module-type": "command"
},
"$:/core/modules/commands/savetiddlers.js": {
"text": "/*\\\ntitle: $:/core/modules/commands/savetiddlers.js\ntype: application/javascript\nmodule-type: command\n\nCommand to save several tiddlers to a folder of files\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nvar widget = require(\"$:/core/modules/widgets/widget.js\");\n\nexports.info = {\n\tname: \"savetiddlers\",\n\tsynchronous: true\n};\n\nvar Command = function(params,commander,callback) {\n\tthis.params = params;\n\tthis.commander = commander;\n\tthis.callback = callback;\n};\n\nCommand.prototype.execute = function() {\n\tif(this.params.length < 1) {\n\t\treturn \"Missing filename\";\n\t}\n\tvar self = this,\n\t\tfs = require(\"fs\"),\n\t\tpath = require(\"path\"),\n\t\twiki = this.commander.wiki,\n\t\tfilter = this.params[0],\n\t\tpathname = path.resolve(this.commander.outputPath,this.params[1]),\n\t\ttiddlers = wiki.filterTiddlers(filter);\n\t$tw.utils.deleteDirectory(pathname);\n\t$tw.utils.createDirectory(pathname);\n\t$tw.utils.each(tiddlers,function(title) {\n\t\tvar tiddler = self.commander.wiki.getTiddler(title),\n\t\t\ttype = tiddler.fields.type || \"text/vnd.tiddlywiki\",\n\t\t\tcontentTypeInfo = $tw.config.contentTypeInfo[type] || {encoding: \"utf8\"},\n\t\t\tfilename = path.resolve(pathname,encodeURIComponent(title));\n\t\tfs.writeFileSync(filename,tiddler.fields.text,contentTypeInfo.encoding);\n\t});\n\treturn null;\n};\n\nexports.Command = Command;\n\n})();\n",
"title": "$:/core/modules/commands/savetiddlers.js",
"type": "application/javascript",
"module-type": "command"
},
"$:/core/modules/commands/server.js": {
"text": "/*\\\ntitle: $:/core/modules/commands/server.js\ntype: application/javascript\nmodule-type: command\n\nServe tiddlers over http\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nif(!$tw.browser) {\n\tvar util = require(\"util\"),\n\t\tfs = require(\"fs\"),\n\t\turl = require(\"url\"),\n\t\tpath = require(\"path\"),\n\t\thttp = require(\"http\");\t\n}\n\nexports.info = {\n\tname: \"server\",\n\tsynchronous: true\n};\n\n/*\nA simple HTTP server with regexp-based routes\n*/\nfunction SimpleServer(options) {\n\tthis.routes = options.routes || [];\n\tthis.wiki = options.wiki;\n\tthis.variables = options.variables || {};\n}\n\nSimpleServer.prototype.set = function(obj) {\n\tvar self = this;\n\t$tw.utils.each(obj,function(value,name) {\n\t\tself.variables[name] = value;\n\t});\n};\n\nSimpleServer.prototype.get = function(name) {\n\treturn this.variables[name];\n};\n\nSimpleServer.prototype.addRoute = function(route) {\n\tthis.routes.push(route);\n};\n\nSimpleServer.prototype.findMatchingRoute = function(request,state) {\n\tvar pathprefix = this.get(\"pathprefix\") || \"\";\n\tfor(var t=0; t<this.routes.length; t++) {\n\t\tvar potentialRoute = this.routes[t],\n\t\t\tpathRegExp = potentialRoute.path,\n\t\t\tpathname = state.urlInfo.pathname,\n\t\t\tmatch;\n\t\tif(pathprefix) {\n\t\t\tif(pathname.substr(0,pathprefix.length) === pathprefix) {\n\t\t\t\tpathname = pathname.substr(pathprefix.length);\n\t\t\t\tmatch = potentialRoute.path.exec(pathname);\n\t\t\t} else {\n\t\t\t\tmatch = false;\n\t\t\t}\n\t\t} else {\n\t\t\tmatch = potentialRoute.path.exec(pathname);\n\t\t}\n\t\tif(match && request.method === potentialRoute.method) {\n\t\t\tstate.params = [];\n\t\t\tfor(var p=1; p<match.length; p++) {\n\t\t\t\tstate.params.push(match[p]);\n\t\t\t}\n\t\t\treturn potentialRoute;\n\t\t}\n\t}\n\treturn null;\n};\n\nSimpleServer.prototype.checkCredentials = function(request,incomingUsername,incomingPassword) {\n\tvar header = request.headers[\"authorization\"] || \"\",\n\t\ttoken = header.split(/\\s+/).pop() || \"\",\n\t\tauth = $tw.utils.base64Decode(token),\n\t\tparts = auth.split(/:/),\n\t\tusername = parts[0],\n\t\tpassword = parts[1];\n\tif(incomingUsername === username && incomingPassword === password) {\n\t\treturn \"ALLOWED\";\n\t} else {\n\t\treturn \"DENIED\";\n\t}\n}\n\nSimpleServer.prototype.listen = function(port,host) {\n\tvar self = this;\n\thttp.createServer(function(request,response) {\n\t\t// Compose the state object\n\t\tvar state = {};\n\t\tstate.wiki = self.wiki;\n\t\tstate.server = self;\n\t\tstate.urlInfo = url.parse(request.url);\n\t\t// Find the route that matches this path\n\t\tvar route = self.findMatchingRoute(request,state);\n\t\t// Check for the username and password if we've got one\n\t\tvar username = self.get(\"username\"),\n\t\t\tpassword = self.get(\"password\");\n\t\tif(username && password) {\n\t\t\t// Check they match\n\t\t\tif(self.checkCredentials(request,username,password) !== \"ALLOWED\") {\n\t\t\t\tvar servername = state.wiki.getTiddlerText(\"$:/SiteTitle\") || \"TiddlyWiki5\";\n\t\t\t\tresponse.writeHead(401,\"Authentication required\",{\n\t\t\t\t\t\"WWW-Authenticate\": 'Basic realm=\"Please provide your username and password to login to ' + servername + '\"'\n\t\t\t\t});\n\t\t\t\tresponse.end();\n\t\t\t\treturn;\n\t\t\t}\n\t\t}\n\t\t// Return a 404 if we didn't find a route\n\t\tif(!route) {\n\t\t\tresponse.writeHead(404);\n\t\t\tresponse.end();\n\t\t\treturn;\n\t\t}\n\t\t// Set the encoding for the incoming request\n\t\t// TODO: Presumably this would need tweaking if we supported PUTting binary tiddlers\n\t\trequest.setEncoding(\"utf8\");\n\t\t// Dispatch the appropriate method\n\t\tswitch(request.method) {\n\t\t\tcase \"GET\": // Intentional fall-through\n\t\t\tcase \"DELETE\":\n\t\t\t\troute.handler(request,response,state);\n\t\t\t\tbreak;\n\t\t\tcase \"PUT\":\n\t\t\t\tvar data = \"\";\n\t\t\t\trequest.on(\"data\",function(chunk) {\n\t\t\t\t\tdata += chunk.toString();\n\t\t\t\t});\n\t\t\t\trequest.on(\"end\",function() {\n\t\t\t\t\tstate.data = data;\n\t\t\t\t\troute.handler(request,response,state);\n\t\t\t\t});\n\t\t\t\tbreak;\n\t\t}\n\t}).listen(port,host);\n};\n\nvar Command = function(params,commander,callback) {\n\tthis.params = params;\n\tthis.commander = commander;\n\tthis.callback = callback;\n\t// Set up server\n\tthis.server = new SimpleServer({\n\t\twiki: this.commander.wiki\n\t});\n\t// Add route handlers\n\tthis.server.addRoute({\n\t\tmethod: \"PUT\",\n\t\tpath: /^\\/recipes\\/default\\/tiddlers\\/(.+)$/,\n\t\thandler: function(request,response,state) {\n\t\t\tvar title = decodeURIComponent(state.params[0]),\n\t\t\t\tfields = JSON.parse(state.data);\n\t\t\t// Pull up any subfields in the `fields` object\n\t\t\tif(fields.fields) {\n\t\t\t\t$tw.utils.each(fields.fields,function(field,name) {\n\t\t\t\t\tfields[name] = field;\n\t\t\t\t});\n\t\t\t\tdelete fields.fields;\n\t\t\t}\n\t\t\t// Remove any revision field\n\t\t\tif(fields[\"revision\"]) {\n\t\t\t\tdelete fields[\"revision\"];\n\t\t\t}\n\t\t\tstate.wiki.addTiddler(new $tw.Tiddler(state.wiki.getCreationFields(),fields,{title: title}));\n\t\t\tvar changeCount = state.wiki.getChangeCount(title).toString();\n\t\t\tresponse.writeHead(204, \"OK\",{\n\t\t\t\tEtag: \"\\\"default/\" + encodeURIComponent(title) + \"/\" + changeCount + \":\\\"\",\n\t\t\t\t\"Content-Type\": \"text/plain\"\n\t\t\t});\n\t\t\tresponse.end();\n\t\t}\n\t});\n\tthis.server.addRoute({\n\t\tmethod: \"DELETE\",\n\t\tpath: /^\\/bags\\/default\\/tiddlers\\/(.+)$/,\n\t\thandler: function(request,response,state) {\n\t\t\tvar title = decodeURIComponent(state.params[0]);\n\t\t\tstate.wiki.deleteTiddler(title);\n\t\t\tresponse.writeHead(204, \"OK\", {\n\t\t\t\t\"Content-Type\": \"text/plain\"\n\t\t\t});\n\t\t\tresponse.end();\n\t\t}\n\t});\n\tthis.server.addRoute({\n\t\tmethod: \"GET\",\n\t\tpath: /^\\/$/,\n\t\thandler: function(request,response,state) {\n\t\t\tresponse.writeHead(200, {\"Content-Type\": state.server.get(\"serveType\")});\n\t\t\tvar text = state.wiki.renderTiddler(state.server.get(\"renderType\"),state.server.get(\"rootTiddler\"));\n\t\t\tresponse.end(text,\"utf8\");\n\t\t}\n\t});\n\tthis.server.addRoute({\n\t\tmethod: \"GET\",\n\t\tpath: /^\\/status$/,\n\t\thandler: function(request,response,state) {\n\t\t\tresponse.writeHead(200, {\"Content-Type\": \"application/json\"});\n\t\t\tvar text = JSON.stringify({\n\t\t\t\tusername: state.server.get(\"username\"),\n\t\t\t\tspace: {\n\t\t\t\t\trecipe: \"default\"\n\t\t\t\t},\n\t\t\t\ttiddlywiki_version: $tw.version\n\t\t\t});\n\t\t\tresponse.end(text,\"utf8\");\n\t\t}\n\t});\n\tthis.server.addRoute({\n\t\tmethod: \"GET\",\n\t\tpath: /^\\/favicon.ico$/,\n\t\thandler: function(request,response,state) {\n\t\t\tresponse.writeHead(200, {\"Content-Type\": \"image/x-icon\"});\n\t\t\tvar buffer = state.wiki.getTiddlerText(\"$:/favicon.ico\",\"\");\n\t\t\tresponse.end(buffer,\"base64\");\n\t\t}\n\t});\n\tthis.server.addRoute({\n\t\tmethod: \"GET\",\n\t\tpath: /^\\/recipes\\/default\\/tiddlers.json$/,\n\t\thandler: function(request,response,state) {\n\t\t\tresponse.writeHead(200, {\"Content-Type\": \"application/json\"});\n\t\t\tvar tiddlers = [];\n\t\t\tstate.wiki.forEachTiddler({sortField: \"title\"},function(title,tiddler) {\n\t\t\t\tvar tiddlerFields = {};\n\t\t\t\t$tw.utils.each(tiddler.fields,function(field,name) {\n\t\t\t\t\tif(name !== \"text\") {\n\t\t\t\t\t\ttiddlerFields[name] = tiddler.getFieldString(name);\n\t\t\t\t\t}\n\t\t\t\t});\n\t\t\t\ttiddlerFields[\"revision\"] = state.wiki.getChangeCount(title);\n\t\t\t\ttiddlerFields.type = tiddlerFields.type || \"text/vnd.tiddlywiki\";\n\t\t\t\ttiddlers.push(tiddlerFields);\n\t\t\t});\n\t\t\tvar text = JSON.stringify(tiddlers);\n\t\t\tresponse.end(text,\"utf8\");\n\t\t}\n\t});\n\tthis.server.addRoute({\n\t\tmethod: \"GET\",\n\t\tpath: /^\\/recipes\\/default\\/tiddlers\\/(.+)$/,\n\t\thandler: function(request,response,state) {\n\t\t\tvar title = decodeURIComponent(state.params[0]),\n\t\t\t\ttiddler = state.wiki.getTiddler(title),\n\t\t\t\ttiddlerFields = {},\n\t\t\t\tknownFields = [\n\t\t\t\t\t\"bag\", \"created\", \"creator\", \"modified\", \"modifier\", \"permissions\", \"recipe\", \"revision\", \"tags\", \"text\", \"title\", \"type\", \"uri\"\n\t\t\t\t];\n\t\t\tif(tiddler) {\n\t\t\t\t$tw.utils.each(tiddler.fields,function(field,name) {\n\t\t\t\t\tvar value = tiddler.getFieldString(name);\n\t\t\t\t\tif(knownFields.indexOf(name) !== -1) {\n\t\t\t\t\t\ttiddlerFields[name] = value;\n\t\t\t\t\t} else {\n\t\t\t\t\t\ttiddlerFields.fields = tiddlerFields.fields || {};\n\t\t\t\t\t\ttiddlerFields.fields[name] = value;\n\t\t\t\t\t}\n\t\t\t\t});\n\t\t\t\ttiddlerFields[\"revision\"] = state.wiki.getChangeCount(title);\n\t\t\t\ttiddlerFields.type = tiddlerFields.type || \"text/vnd.tiddlywiki\";\n\t\t\t\tresponse.writeHead(200, {\"Content-Type\": \"application/json\"});\n\t\t\t\tresponse.end(JSON.stringify(tiddlerFields),\"utf8\");\n\t\t\t} else {\n\t\t\t\tresponse.writeHead(404);\n\t\t\t\tresponse.end();\n\t\t\t}\n\t\t}\n\t});\n};\n\nCommand.prototype.execute = function() {\n\tvar port = this.params[0] || \"8080\",\n\t\trootTiddler = this.params[1] || \"$:/core/save/all\",\n\t\trenderType = this.params[2] || \"text/plain\",\n\t\tserveType = this.params[3] || \"text/html\",\n\t\tusername = this.params[4],\n\t\tpassword = this.params[5],\n\t\thost = this.params[6] || \"127.0.0.1\",\n\t\tpathprefix = this.params[7];\n\tthis.server.set({\n\t\trootTiddler: rootTiddler,\n\t\trenderType: renderType,\n\t\tserveType: serveType,\n\t\tusername: username,\n\t\tpassword: password,\n\t\tpathprefix: pathprefix\n\t});\n\tthis.server.listen(port,host);\n\tconsole.log(\"Serving on \" + host + \":\" + port);\n\tconsole.log(\"(press ctrl-C to exit)\");\n\treturn null;\n};\n\nexports.Command = Command;\n\n})();\n",
"title": "$:/core/modules/commands/server.js",
"type": "application/javascript",
"module-type": "command"
},
"$:/core/modules/commands/setfield.js": {
"text": "/*\\\ntitle: $:/core/modules/commands/setfield.js\ntype: application/javascript\nmodule-type: command\n\nCommand to modify selected tiddlers to set a field to the text of a template tiddler that has been wikified with the selected tiddler as the current tiddler.\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nvar widget = require(\"$:/core/modules/widgets/widget.js\");\n\nexports.info = {\n\tname: \"setfield\",\n\tsynchronous: true\n};\n\nvar Command = function(params,commander,callback) {\n\tthis.params = params;\n\tthis.commander = commander;\n\tthis.callback = callback;\n};\n\nCommand.prototype.execute = function() {\n\tif(this.params.length < 4) {\n\t\treturn \"Missing parameters\";\n\t}\n\tvar self = this,\n\t\twiki = this.commander.wiki,\n\t\tfilter = this.params[0],\n\t\tfieldname = this.params[1] || \"text\",\n\t\ttemplatetitle = this.params[2],\n\t\trendertype = this.params[3] || \"text/plain\",\n\t\ttiddlers = wiki.filterTiddlers(filter);\n\t$tw.utils.each(tiddlers,function(title) {\n\t\tvar parser = wiki.parseTiddler(templatetitle),\n\t\t\tnewFields = {},\n\t\t\ttiddler = wiki.getTiddler(title);\n\t\tif(parser) {\n\t\t\tvar widgetNode = wiki.makeWidget(parser,{variables: {currentTiddler: title}});\n\t\t\tvar container = $tw.fakeDocument.createElement(\"div\");\n\t\t\twidgetNode.render(container,null);\n\t\t\tnewFields[fieldname] = rendertype === \"text/html\" ? container.innerHTML : container.textContent;\n\t\t} else {\n\t\t\tnewFields[fieldname] = undefined;\n\t\t}\n\t\twiki.addTiddler(new $tw.Tiddler(tiddler,newFields));\n\t});\n\treturn null;\n};\n\nexports.Command = Command;\n\n})();\n",
"title": "$:/core/modules/commands/setfield.js",
"type": "application/javascript",
"module-type": "command"
},
"$:/core/modules/commands/verbose.js": {
"text": "/*\\\ntitle: $:/core/modules/commands/verbose.js\ntype: application/javascript\nmodule-type: command\n\nVerbose command\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nexports.info = {\n\tname: \"verbose\",\n\tsynchronous: true\n};\n\nvar Command = function(params,commander) {\n\tthis.params = params;\n\tthis.commander = commander;\n};\n\nCommand.prototype.execute = function() {\n\tthis.commander.verbose = true;\n\t// Output the boot message log\n\tthis.commander.streams.output.write(\"Boot log:\\n \" + $tw.boot.logMessages.join(\"\\n \") + \"\\n\");\n\treturn null; // No error\n};\n\nexports.Command = Command;\n\n})();\n",
"title": "$:/core/modules/commands/verbose.js",
"type": "application/javascript",
"module-type": "command"
},
"$:/core/modules/commands/version.js": {
"text": "/*\\\ntitle: $:/core/modules/commands/version.js\ntype: application/javascript\nmodule-type: command\n\nVersion command\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nexports.info = {\n\tname: \"version\",\n\tsynchronous: true\n};\n\nvar Command = function(params,commander) {\n\tthis.params = params;\n\tthis.commander = commander;\n};\n\nCommand.prototype.execute = function() {\n\tthis.commander.streams.output.write($tw.version + \"\\n\");\n\treturn null; // No error\n};\n\nexports.Command = Command;\n\n})();\n",
"title": "$:/core/modules/commands/version.js",
"type": "application/javascript",
"module-type": "command"
},
"$:/core/modules/config.js": {
"text": "/*\\\ntitle: $:/core/modules/config.js\ntype: application/javascript\nmodule-type: config\n\nCore configuration constants\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nexports.preferences = {};\n\nexports.preferences.notificationDuration = 3 * 1000;\nexports.preferences.jsonSpaces = 4;\n\nexports.dateFormats = {\n\tmonths: [\"January\", \"February\", \"March\", \"April\", \"May\", \"June\", \"July\", \"August\", \"September\", \"October\", \"November\",\"December\"],\n\tdays: [\"Sunday\", \"Monday\", \"Tuesday\", \"Wednesday\", \"Thursday\", \"Friday\", \"Saturday\"],\n\tshortMonths: [\"Jan\", \"Feb\", \"Mar\", \"Apr\", \"May\", \"Jun\", \"Jul\", \"Aug\", \"Sep\", \"Oct\", \"Nov\", \"Dec\"],\n\tshortDays: [\"Sun\", \"Mon\", \"Tue\", \"Wed\", \"Thu\", \"Fri\", \"Sat\"],\n// suffixes for dates, eg \"1st\",\"2nd\",\"3rd\"...\"30th\",\"31st\"\n\tdaySuffixes: [\"st\",\"nd\",\"rd\",\"th\",\"th\",\"th\",\"th\",\"th\",\"th\",\"th\",\n\t\t\"th\",\"th\",\"th\",\"th\",\"th\",\"th\",\"th\",\"th\",\"th\",\"th\",\n\t\t\"st\",\"nd\",\"rd\",\"th\",\"th\",\"th\",\"th\",\"th\",\"th\",\"th\",\n\t\t\"st\"],\n\tam: \"am\",\n\tpm: \"pm\"\n};\n\nexports.htmlEntities = {quot:34, amp:38, apos:39, lt:60, gt:62, nbsp:160, iexcl:161, cent:162, pound:163, curren:164, yen:165, brvbar:166, sect:167, uml:168, copy:169, ordf:170, laquo:171, not:172, shy:173, reg:174, macr:175, deg:176, plusmn:177, sup2:178, sup3:179, acute:180, micro:181, para:182, middot:183, cedil:184, sup1:185, ordm:186, raquo:187, frac14:188, frac12:189, frac34:190, iquest:191, Agrave:192, Aacute:193, Acirc:194, Atilde:195, Auml:196, Aring:197, AElig:198, Ccedil:199, Egrave:200, Eacute:201, Ecirc:202, Euml:203, Igrave:204, Iacute:205, Icirc:206, Iuml:207, ETH:208, Ntilde:209, Ograve:210, Oacute:211, Ocirc:212, Otilde:213, Ouml:214, times:215, Oslash:216, Ugrave:217, Uacute:218, Ucirc:219, Uuml:220, Yacute:221, THORN:222, szlig:223, agrave:224, aacute:225, acirc:226, atilde:227, auml:228, aring:229, aelig:230, ccedil:231, egrave:232, eacute:233, ecirc:234, euml:235, igrave:236, iacute:237, icirc:238, iuml:239, eth:240, ntilde:241, ograve:242, oacute:243, ocirc:244, otilde:245, ouml:246, divide:247, oslash:248, ugrave:249, uacute:250, ucirc:251, uuml:252, yacute:253, thorn:254, yuml:255, OElig:338, oelig:339, Scaron:352, scaron:353, Yuml:376, fnof:402, circ:710, tilde:732, Alpha:913, Beta:914, Gamma:915, Delta:916, Epsilon:917, Zeta:918, Eta:919, Theta:920, Iota:921, Kappa:922, Lambda:923, Mu:924, Nu:925, Xi:926, Omicron:927, Pi:928, Rho:929, Sigma:931, Tau:932, Upsilon:933, Phi:934, Chi:935, Psi:936, Omega:937, alpha:945, beta:946, gamma:947, delta:948, epsilon:949, zeta:950, eta:951, theta:952, iota:953, kappa:954, lambda:955, mu:956, nu:957, xi:958, omicron:959, pi:960, rho:961, sigmaf:962, sigma:963, tau:964, upsilon:965, phi:966, chi:967, psi:968, omega:969, thetasym:977, upsih:978, piv:982, ensp:8194, emsp:8195, thinsp:8201, zwnj:8204, zwj:8205, lrm:8206, rlm:8207, ndash:8211, mdash:8212, lsquo:8216, rsquo:8217, sbquo:8218, ldquo:8220, rdquo:8221, bdquo:8222, dagger:8224, Dagger:8225, bull:8226, hellip:8230, permil:8240, prime:8242, Prime:8243, lsaquo:8249, rsaquo:8250, oline:8254, frasl:8260, euro:8364, image:8465, weierp:8472, real:8476, trade:8482, alefsym:8501, larr:8592, uarr:8593, rarr:8594, darr:8595, harr:8596, crarr:8629, lArr:8656, uArr:8657, rArr:8658, dArr:8659, hArr:8660, forall:8704, part:8706, exist:8707, empty:8709, nabla:8711, isin:8712, notin:8713, ni:8715, prod:8719, sum:8721, minus:8722, lowast:8727, radic:8730, prop:8733, infin:8734, ang:8736, and:8743, or:8744, cap:8745, cup:8746, int:8747, there4:8756, sim:8764, cong:8773, asymp:8776, ne:8800, equiv:8801, le:8804, ge:8805, sub:8834, sup:8835, nsub:8836, sube:8838, supe:8839, oplus:8853, otimes:8855, perp:8869, sdot:8901, lceil:8968, rceil:8969, lfloor:8970, rfloor:8971, lang:9001, rang:9002, loz:9674, spades:9824, clubs:9827, hearts:9829, diams:9830 };\n\nexports.htmlVoidElements = \"area,base,br,col,command,embed,hr,img,input,keygen,link,meta,param,source,track,wbr\".split(\",\");\n\nexports.htmlBlockElements = \"address,article,aside,audio,blockquote,canvas,dd,div,dl,fieldset,figcaption,figure,footer,form,h1,h2,h3,h4,h5,h6,header,hgroup,hr,li,noscript,ol,output,p,pre,section,table,tfoot,ul,video\".split(\",\");\n\nexports.htmlUnsafeElements = \"script\".split(\",\");\n\n})();\n",
"title": "$:/core/modules/config.js",
"type": "application/javascript",
"module-type": "config"
},
"$:/core/modules/deserializers.js": {
"text": "/*\\\ntitle: $:/core/modules/deserializers.js\ntype: application/javascript\nmodule-type: tiddlerdeserializer\n\nFunctions to deserialise tiddlers from a block of text\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nUtility function to parse an old-style tiddler DIV in a *.tid file. It looks like this:\n\n<div title=\"Title\" creator=\"JoeBloggs\" modifier=\"JoeBloggs\" created=\"201102111106\" modified=\"201102111310\" tags=\"myTag [[my long tag]]\">\n<pre>The text of the tiddler (without the expected HTML encoding).\n</pre>\n</div>\n\nNote that the field attributes are HTML encoded, but that the body of the <PRE> tag is not encoded.\n\nWhen these tiddler DIVs are encountered within a TiddlyWiki HTML file then the body is encoded in the usual way.\n*/\nvar parseTiddlerDiv = function(text /* [,fields] */) {\n\t// Slot together the default results\n\tvar result = {};\n\tif(arguments.length > 1) {\n\t\tfor(var f=1; f<arguments.length; f++) {\n\t\t\tvar fields = arguments[f];\n\t\t\tfor(var t in fields) {\n\t\t\t\tresult[t] = fields[t];\t\t\n\t\t\t}\n\t\t}\n\t}\n\t// Parse the DIV body\n\tvar startRegExp = /^\\s*<div\\s+([^>]*)>(\\s*<pre>)?/gi,\n\t\tendRegExp,\n\t\tmatch = startRegExp.exec(text);\n\tif(match) {\n\t\t// Old-style DIVs don't have the <pre> tag\n\t\tif(match[2]) {\n\t\t\tendRegExp = /<\\/pre>\\s*<\\/div>\\s*$/gi;\n\t\t} else {\n\t\t\tendRegExp = /<\\/div>\\s*$/gi;\n\t\t}\n\t\tvar endMatch = endRegExp.exec(text);\n\t\tif(endMatch) {\n\t\t\t// Extract the text\n\t\t\tresult.text = text.substring(match.index + match[0].length,endMatch.index);\n\t\t\t// Process the attributes\n\t\t\tvar attrRegExp = /\\s*([^=\\s]+)\\s*=\\s*(?:\"([^\"]*)\"|'([^']*)')/gi,\n\t\t\t\tattrMatch;\n\t\t\tdo {\n\t\t\t\tattrMatch = attrRegExp.exec(match[1]);\n\t\t\t\tif(attrMatch) {\n\t\t\t\t\tvar name = attrMatch[1];\n\t\t\t\t\tvar value = attrMatch[2] !== undefined ? attrMatch[2] : attrMatch[3];\n\t\t\t\t\tresult[name] = value;\n\t\t\t\t}\n\t\t\t} while(attrMatch);\n\t\t\treturn result;\n\t\t}\n\t}\n\treturn undefined;\n};\n\nexports[\"application/x-tiddler-html-div\"] = function(text,fields) {\n\treturn [parseTiddlerDiv(text,fields)];\n};\n\nexports[\"application/json\"] = function(text,fields) {\n\tvar tiddlers = JSON.parse(text),\n\t\tresult = [],\n\t\tgetKnownFields = function(tid) {\n\t\t\tvar fields = {};\n\t\t\t\"title text created creator modified modifier type tags\".split(\" \").forEach(function(value) {\n\t\t\t\tif(tid[value] !== null) {\n\t\t\t\t\tfields[value] = tid[value];\n\t\t\t\t}\n\t\t\t});\n\t\t\treturn fields;\n\t\t};\n\tfor(var t=0; t<tiddlers.length; t++) {\n\t\tresult.push(getKnownFields(tiddlers[t]));\n\t}\n\treturn result;\n};\n\n/*\nParse an HTML file into tiddlers. There are three possibilities:\n# A TiddlyWiki classic HTML file containing `text/x-tiddlywiki` tiddlers\n# A TiddlyWiki5 HTML file containing `text/vnd.tiddlywiki` tiddlers\n# An ordinary HTML file\n*/\nexports[\"text/html\"] = function(text,fields) {\n\t// Check if we've got a store area\n\tvar storeAreaMarkerRegExp = /<div id=[\"']?storeArea['\"]?( style=[\"']?display:none;[\"']?)?>/gi,\n\t\tmatch = storeAreaMarkerRegExp.exec(text);\n\tif(match) {\n\t\t// If so, it's either a classic TiddlyWiki file or an unencrypted TW5 file\n\t\t// First read the normal tiddlers\n\t\tvar results = deserializeTiddlyWikiFile(text,storeAreaMarkerRegExp.lastIndex,!!match[1],fields);\n\t\t// Then any system tiddlers\n\t\tvar systemAreaMarkerRegExp = /<div id=[\"']?systemArea['\"]?( style=[\"']?display:none;[\"']?)?>/gi,\n\t\t\tsysMatch = systemAreaMarkerRegExp.exec(text);\n\t\tif(sysMatch) {\n\t\t\tresults.push.apply(results,deserializeTiddlyWikiFile(text,systemAreaMarkerRegExp.lastIndex,!!sysMatch[1],fields));\n\t\t}\n\t\treturn results\n\t} else {\n\t\t// Check whether we've got an encrypted file\n\t\tvar encryptedStoreArea = $tw.utils.extractEncryptedStoreArea(text);\n\t\tif(encryptedStoreArea) {\n\t\t\t// If so, attempt to decrypt it using the current password\n\t\t\treturn $tw.utils.decryptStoreArea(encryptedStoreArea);\n\t\t} else {\n\t\t\t// It's not a TiddlyWiki so we'll return the entire HTML file as a tiddler\n\t\t\treturn deserializeHtmlFile(text,fields);\n\t\t}\n\t}\n};\n\nfunction deserializeHtmlFile(text,fields) {\n\tvar result = {};\n\t$tw.utils.each(fields,function(value,name) {\n\t\tresult[name] = value;\n\t});\n\tresult.text = text;\n\tresult.type = \"text/html\";\n\treturn [result];\n}\n\nfunction deserializeTiddlyWikiFile(text,storeAreaEnd,isTiddlyWiki5,fields) {\n\tvar results = [],\n\t\tendOfDivRegExp = /(<\\/div>\\s*)/gi,\n\t\tstartPos = storeAreaEnd,\n\t\tdefaultType = isTiddlyWiki5 ? undefined : \"text/x-tiddlywiki\";\n\tendOfDivRegExp.lastIndex = startPos;\n\tvar match = endOfDivRegExp.exec(text);\n\twhile(match) {\n\t\tvar endPos = endOfDivRegExp.lastIndex,\n\t\t\ttiddlerFields = parseTiddlerDiv(text.substring(startPos,endPos),fields,{type: defaultType});\n\t\tif(!tiddlerFields) {\n\t\t\tbreak;\n\t\t}\n\t\t$tw.utils.each(tiddlerFields,function(value,name) {\n\t\t\tif(typeof value === \"string\") {\n\t\t\t\ttiddlerFields[name] = $tw.utils.htmlDecode(value);\n\t\t\t}\n\t\t});\n\t\tif(tiddlerFields.text !== null) {\n\t\t\tresults.push(tiddlerFields);\n\t\t}\n\t\tstartPos = endPos;\n\t\tmatch = endOfDivRegExp.exec(text);\n\t}\n\treturn results;\n}\n\n})();\n",
"title": "$:/core/modules/deserializers.js",
"type": "application/javascript",
"module-type": "tiddlerdeserializer"
},
"$:/core/modules/filters/after.js": {
"text": "/*\\\ntitle: $:/core/modules/filters/after.js\ntype: application/javascript\nmodule-type: filteroperator\n\nFilter operator returning the tiddler from the current list that is after the tiddler named in the operand.\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nExport our filter function\n*/\nexports.after = function(source,operator,options) {\n\tvar results = [];\n\tsource(function(tiddler,title) {\n\t\tresults.push(title);\n\t});\n\tvar index = results.indexOf(operator.operand);\n\tif(index === -1 || index > (results.length - 2)) {\n\t\treturn [];\n\t} else {\n\t\treturn [results[index + 1]];\n\t}\n};\n\n})();\n",
"title": "$:/core/modules/filters/after.js",
"type": "application/javascript",
"module-type": "filteroperator"
},
"$:/core/modules/filters/all/current.js": {
"text": "/*\\\ntitle: $:/core/modules/filters/all/current.js\ntype: application/javascript\nmodule-type: allfilteroperator\n\nFilter function for [all[current]]\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nExport our filter function\n*/\nexports.current = function(source,prefix,options) {\n\tvar currTiddlerTitle = options.widget && options.widget.getVariable(\"currentTiddler\");\n\tif(currTiddlerTitle) {\n\t\treturn [currTiddlerTitle];\n\t} else {\n\t\treturn [];\n\t}\n};\n\n})();\n",
"title": "$:/core/modules/filters/all/current.js",
"type": "application/javascript",
"module-type": "allfilteroperator"
},
"$:/core/modules/filters/all/missing.js": {
"text": "/*\\\ntitle: $:/core/modules/filters/all/missing.js\ntype: application/javascript\nmodule-type: allfilteroperator\n\nFilter function for [all[missing]]\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nExport our filter function\n*/\nexports.missing = function(source,prefix,options) {\n\treturn options.wiki.getMissingTitles();\n};\n\n})();\n",
"title": "$:/core/modules/filters/all/missing.js",
"type": "application/javascript",
"module-type": "allfilteroperator"
},
"$:/core/modules/filters/all/orphans.js": {
"text": "/*\\\ntitle: $:/core/modules/filters/all/orphans.js\ntype: application/javascript\nmodule-type: allfilteroperator\n\nFilter function for [all[orphans]]\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nExport our filter function\n*/\nexports.orphans = function(source,prefix,options) {\n\treturn options.wiki.getOrphanTitles();\n};\n\n})();\n",
"title": "$:/core/modules/filters/all/orphans.js",
"type": "application/javascript",
"module-type": "allfilteroperator"
},
"$:/core/modules/filters/all/shadows.js": {
"text": "/*\\\ntitle: $:/core/modules/filters/all/shadows.js\ntype: application/javascript\nmodule-type: allfilteroperator\n\nFilter function for [all[shadows]]\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nExport our filter function\n*/\nexports.shadows = function(source,prefix,options) {\n\treturn options.wiki.allShadowTitles();\n};\n\n})();\n",
"title": "$:/core/modules/filters/all/shadows.js",
"type": "application/javascript",
"module-type": "allfilteroperator"
},
"$:/core/modules/filters/all/tiddlers.js": {
"text": "/*\\\ntitle: $:/core/modules/filters/all/tiddlers.js\ntype: application/javascript\nmodule-type: allfilteroperator\n\nFilter function for [all[tiddlers]]\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nExport our filter function\n*/\nexports.tiddlers = function(source,prefix,options) {\n\treturn options.wiki.allTitles();\n};\n\n})();\n",
"title": "$:/core/modules/filters/all/tiddlers.js",
"type": "application/javascript",
"module-type": "allfilteroperator"
},
"$:/core/modules/filters/all.js": {
"text": "/*\\\ntitle: $:/core/modules/filters/all.js\ntype: application/javascript\nmodule-type: filteroperator\n\nFilter operator for selecting tiddlers\n\n[all[shadows+tiddlers]]\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nvar allFilterOperators;\n\nfunction getAllFilterOperators() {\n\tif(!allFilterOperators) {\n\t\tallFilterOperators = {};\n\t\t$tw.modules.applyMethods(\"allfilteroperator\",allFilterOperators);\n\t}\n\treturn allFilterOperators;\n}\n\n/*\nExport our filter function\n*/\nexports.all = function(source,operator,options) {\n\t// Get our suboperators\n\tvar allFilterOperators = getAllFilterOperators();\n\t// Cycle through the suboperators accumulating their results\n\tvar results = [],\n\t\tsubops = operator.operand.split(\"+\");\n\t// Check for common optimisations\n\tif(subops.length === 1 && subops[0] === \"tiddlers\") {\n\t\treturn options.wiki.each;\n\t} else if(subops.length === 1 && subops[0] === \"shadows\") {\n\t\treturn options.wiki.eachShadow;\n\t} else if(subops.length === 2 && subops[0] === \"tiddlers\" && subops[1] === \"shadows\") {\n\t\treturn options.wiki.eachTiddlerPlusShadows;\n\t} else if(subops.length === 2 && subops[0] === \"shadows\" && subops[1] === \"tiddlers\") {\n\t\treturn options.wiki.eachShadowPlusTiddlers;\n\t}\n\t// Do it the hard way\n\tfor(var t=0; t<subops.length; t++) {\n\t\tvar subop = allFilterOperators[subops[t]];\n\t\tif(subop) {\n\t\t\t$tw.utils.pushTop(results,subop(source,operator.prefix,options));\n\t\t}\n\t}\n\treturn results;\n};\n\n})();\n",
"title": "$:/core/modules/filters/all.js",
"type": "application/javascript",
"module-type": "filteroperator"
},
"$:/core/modules/filters/backlinks.js": {
"text": "/*\\\ntitle: $:/core/modules/filters/backlinks.js\ntype: application/javascript\nmodule-type: filteroperator\n\nFilter operator for returning all the backlinks from a tiddler\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nExport our filter function\n*/\nexports.backlinks = function(source,operator,options) {\n\tvar results = [];\n\tsource(function(tiddler,title) {\n\t\t$tw.utils.pushTop(results,options.wiki.getTiddlerBacklinks(title));\n\t});\n\treturn results;\n};\n\n})();\n",
"title": "$:/core/modules/filters/backlinks.js",
"type": "application/javascript",
"module-type": "filteroperator"
},
"$:/core/modules/filters/before.js": {
"text": "/*\\\ntitle: $:/core/modules/filters/before.js\ntype: application/javascript\nmodule-type: filteroperator\n\nFilter operator returning the tiddler from the current list that is before the tiddler named in the operand.\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nExport our filter function\n*/\nexports.before = function(source,operator,options) {\n\tvar results = [];\n\tsource(function(tiddler,title) {\n\t\tresults.push(title);\n\t});\n\tvar index = results.indexOf(operator.operand);\n\tif(index <= 0) {\n\t\treturn [];\n\t} else {\n\t\treturn [results[index - 1]];\n\t}\n};\n\n})();\n",
"title": "$:/core/modules/filters/before.js",
"type": "application/javascript",
"module-type": "filteroperator"
},
"$:/core/modules/filters/commands.js": {
"text": "/*\\\ntitle: $:/core/modules/filters/commands.js\ntype: application/javascript\nmodule-type: filteroperator\n\nFilter operator for returning the names of the commands available in this wiki\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nExport our filter function\n*/\nexports.commands = function(source,operator,options) {\n\tvar results = [];\n\t$tw.utils.each($tw.commands,function(commandInfo,name) {\n\t\tresults.push(name);\n\t});\n\tresults.sort();\n\treturn results;\n};\n\n})();\n",
"title": "$:/core/modules/filters/commands.js",
"type": "application/javascript",
"module-type": "filteroperator"
},
"$:/core/modules/filters/each.js": {
"text": "/*\\\ntitle: $:/core/modules/filters/each.js\ntype: application/javascript\nmodule-type: filteroperator\n\nFilter operator that selects one tiddler for each unique value of the specified field\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nExport our filter function\n*/\nexports.each = function(source,operator,options) {\n\tvar results = [],\n\t\tvalues = {};\n\tsource(function(tiddler,title) {\n\t\tif(tiddler) {\n\t\t\tvar value = tiddler.getFieldString(operator.operand);\n\t\t\tif(!$tw.utils.hop(values,value)) {\n\t\t\t\tvalues[value] = true;\n\t\t\t\tresults.push(title);\n\t\t\t}\n\t\t}\n\t});\n\treturn results;\n};\n\n})();\n",
"title": "$:/core/modules/filters/each.js",
"type": "application/javascript",
"module-type": "filteroperator"
},
"$:/core/modules/filters/eachday.js": {
"text": "/*\\\ntitle: $:/core/modules/filters/eachday.js\ntype: application/javascript\nmodule-type: filteroperator\n\nFilter operator that selects one tiddler for each unique day covered by the specified date field\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nExport our filter function\n*/\nexports.eachday = function(source,operator,options) {\n\tvar results = [],\n\t\tvalues = [];\n\t// Function to convert a date/time to a date integer\n\tvar toDate = function(value) {\n\t\tvalue = (new Date(value)).setHours(0,0,0,0);\n\t\treturn value+0;\n\t};\n\tsource(function(tiddler,title) {\n\t\tif(tiddler && tiddler.fields[operator.operand]) {\n\t\t\tvar value = toDate(tiddler.fields[operator.operand]);\n\t\t\tif(values.indexOf(value) === -1) {\n\t\t\t\tvalues.push(value);\n\t\t\t\tresults.push(title);\n\t\t\t}\n\t\t}\n\t});\n\treturn results;\n};\n\n})();\n",
"title": "$:/core/modules/filters/eachday.js",
"type": "application/javascript",
"module-type": "filteroperator"
},
"$:/core/modules/filters/field.js": {
"text": "/*\\\ntitle: $:/core/modules/filters/field.js\ntype: application/javascript\nmodule-type: filteroperator\n\nFilter operator for comparing fields for equality\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nExport our filter function\n*/\nexports.field = function(source,operator,options) {\n\tvar results = [],\n\t\tfieldname = (operator.suffix || operator.operator || \"title\").toLowerCase();\n\tif(operator.prefix === \"!\") {\n\t\tif(operator.regexp) {\n\t\t\tsource(function(tiddler,title) {\n\t\t\t\tif(tiddler) {\n\t\t\t\t\tvar text = tiddler.getFieldString(fieldname);\n\t\t\t\t\tif(text !== null && !operator.regexp.exec(text)) {\n\t\t\t\t\t\tresults.push(title);\n\t\t\t\t\t}\n\t\t\t\t}\n\t\t\t});\n\t\t} else {\n\t\t\tsource(function(tiddler,title) {\n\t\t\t\tif(tiddler) {\n\t\t\t\t\tvar text = tiddler.getFieldString(fieldname);\n\t\t\t\t\tif(text !== null && text !== operator.operand) {\n\t\t\t\t\t\tresults.push(title);\n\t\t\t\t\t}\n\t\t\t\t}\n\t\t\t});\n\t\t}\n\t} else {\n\t\tif(operator.regexp) {\n\t\t\tsource(function(tiddler,title) {\n\t\t\t\tif(tiddler) {\n\t\t\t\t\tvar text = tiddler.getFieldString(fieldname);\n\t\t\t\t\tif(text !== null && !!operator.regexp.exec(text)) {\n\t\t\t\t\t\tresults.push(title);\n\t\t\t\t\t}\n\t\t\t\t}\n\t\t\t});\n\t\t} else {\n\t\t\tsource(function(tiddler,title) {\n\t\t\t\tif(tiddler) {\n\t\t\t\t\tvar text = tiddler.getFieldString(fieldname);\n\t\t\t\t\tif(text !== null && text === operator.operand) {\n\t\t\t\t\t\tresults.push(title);\n\t\t\t\t\t}\n\t\t\t\t}\n\t\t\t});\n\t\t}\n\t}\n\treturn results;\n};\n\n})();\n",
"title": "$:/core/modules/filters/field.js",
"type": "application/javascript",
"module-type": "filteroperator"
},
"$:/core/modules/filters/fields.js": {
"text": "/*\\\ntitle: $:/core/modules/filters/fields.js\ntype: application/javascript\nmodule-type: filteroperator\n\nFilter operator for returning the names of the fields on the selected tiddlers\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nExport our filter function\n*/\nexports.fields = function(source,operator,options) {\n\tvar results = [];\n\tsource(function(tiddler,title) {\n\t\tif(tiddler) {\n\t\t\tfor(var fieldName in tiddler.fields) {\n\t\t\t\t$tw.utils.pushTop(results,fieldName);\n\t\t\t}\n\t\t}\n\t});\n\treturn results;\n};\n\n})();\n",
"title": "$:/core/modules/filters/fields.js",
"type": "application/javascript",
"module-type": "filteroperator"
},
"$:/core/modules/filters/get.js": {
"text": "/*\\\ntitle: $:/core/modules/filters/get.js\ntype: application/javascript\nmodule-type: filteroperator\n\nFilter operator for replacing tiddler titles by the value of the field specified in the operand.\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nExport our filter function\n*/\nexports.get = function(source,operator,options) {\n\tvar results = [];\n\tsource(function(tiddler,title) {\n\t\tif(tiddler) {\n\t\t\tvar value = tiddler.getFieldString(operator.operand);\n\t\t\tif(value) {\n\t\t\t\tresults.push(value);\n\t\t\t}\n\t\t}\n\t});\n\treturn results;\n};\n\n})();\n",
"title": "$:/core/modules/filters/get.js",
"type": "application/javascript",
"module-type": "filteroperator"
},
"$:/core/modules/filters/has.js": {
"text": "/*\\\ntitle: $:/core/modules/filters/has.js\ntype: application/javascript\nmodule-type: filteroperator\n\nFilter operator for checking if a tiddler has the specified field\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nExport our filter function\n*/\nexports.has = function(source,operator,options) {\n\tvar results = [];\n\tif(operator.prefix === \"!\") {\n\t\tsource(function(tiddler,title) {\n\t\t\tif(tiddler && (!$tw.utils.hop(tiddler.fields,operator.operand) || tiddler.fields[operator.operand] === \"\")) {\n\t\t\t\tresults.push(title);\n\t\t\t}\n\t\t});\n\t} else {\n\t\tsource(function(tiddler,title) {\n\t\t\tif(tiddler && $tw.utils.hop(tiddler.fields,operator.operand) && tiddler.fields[operator.operand] !== \"\") {\n\t\t\t\tresults.push(title);\n\t\t\t}\n\t\t});\n\t}\n\treturn results;\n};\n\n})();\n",
"title": "$:/core/modules/filters/has.js",
"type": "application/javascript",
"module-type": "filteroperator"
},
"$:/core/modules/filters/indexes.js": {
"text": "/*\\\ntitle: $:/core/modules/filters/indexes.js\ntype: application/javascript\nmodule-type: filteroperator\n\nFilter operator for returning the indexes of a data tiddler\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nExport our filter function\n*/\nexports.indexes = function(source,operator,options) {\n\tvar results = [];\n\tsource(function(tiddler,title) {\n\t\tvar data = options.wiki.getTiddlerData(title);\n\t\tif(data) {\n\t\t\t$tw.utils.pushTop(results,Object.keys(data));\n\t\t}\n\t});\n\tresults.sort();\n\treturn results;\n};\n\n})();\n",
"title": "$:/core/modules/filters/indexes.js",
"type": "application/javascript",
"module-type": "filteroperator"
},
"$:/core/modules/filters/is/current.js": {
"text": "/*\\\ntitle: $:/core/modules/filters/is/current.js\ntype: application/javascript\nmodule-type: isfilteroperator\n\nFilter function for [is[current]]\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nExport our filter function\n*/\nexports.current = function(source,prefix,options) {\n\tvar results = [],\n\t\tcurrTiddlerTitle = options.widget && options.widget.getVariable(\"currentTiddler\");\n\tif(prefix === \"!\") {\n\t\tsource(function(tiddler,title) {\n\t\t\tif(title !== currTiddlerTitle) {\n\t\t\t\tresults.push(title);\n\t\t\t}\n\t\t});\n\t} else {\n\t\tsource(function(tiddler,title) {\n\t\t\tif(title === currTiddlerTitle) {\n\t\t\t\tresults.push(title);\n\t\t\t}\n\t\t});\n\t}\n\treturn results;\n};\n\n})();\n",
"title": "$:/core/modules/filters/is/current.js",
"type": "application/javascript",
"module-type": "isfilteroperator"
},
"$:/core/modules/filters/is/image.js": {
"text": "/*\\\ntitle: $:/core/modules/filters/is/image.js\ntype: application/javascript\nmodule-type: isfilteroperator\n\nFilter function for [is[image]]\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nExport our filter function\n*/\nexports.image = function(source,prefix,options) {\n\tvar results = [];\n\tif(prefix === \"!\") {\n\t\tsource(function(tiddler,title) {\n\t\t\tif(!options.wiki.isImageTiddler(title)) {\n\t\t\t\tresults.push(title);\n\t\t\t}\n\t\t});\n\t} else {\n\t\tsource(function(tiddler,title) {\n\t\t\tif(options.wiki.isImageTiddler(title)) {\n\t\t\t\tresults.push(title);\n\t\t\t}\n\t\t});\n\t}\n\treturn results;\n};\n\n})();\n",
"title": "$:/core/modules/filters/is/image.js",
"type": "application/javascript",
"module-type": "isfilteroperator"
},
"$:/core/modules/filters/is/missing.js": {
"text": "/*\\\ntitle: $:/core/modules/filters/is/missing.js\ntype: application/javascript\nmodule-type: isfilteroperator\n\nFilter function for [is[missing]]\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nExport our filter function\n*/\nexports.missing = function(source,prefix,options) {\n\tvar results = [];\n\tif(prefix === \"!\") {\n\t\tsource(function(tiddler,title) {\n\t\t\tif(options.wiki.tiddlerExists(title)) {\n\t\t\t\tresults.push(title);\n\t\t\t}\n\t\t});\n\t} else {\n\t\tsource(function(tiddler,title) {\n\t\t\tif(!options.wiki.tiddlerExists(title)) {\n\t\t\t\tresults.push(title);\n\t\t\t}\n\t\t});\n\t}\n\treturn results;\n};\n\n})();\n",
"title": "$:/core/modules/filters/is/missing.js",
"type": "application/javascript",
"module-type": "isfilteroperator"
},
"$:/core/modules/filters/is/orphan.js": {
"text": "/*\\\ntitle: $:/core/modules/filters/is/orphan.js\ntype: application/javascript\nmodule-type: isfilteroperator\n\nFilter function for [is[orphan]]\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nExport our filter function\n*/\nexports.orphan = function(source,prefix,options) {\n\tvar results = [],\n\t\torphanTitles = options.wiki.getOrphanTitles();\n\tif(prefix === \"!\") {\n\t\tsource(function(tiddler,title) {\n\t\t\tif(orphanTitles.indexOf(title) === -1) {\n\t\t\t\tresults.push(title);\n\t\t\t}\n\t\t});\n\t} else {\n\t\tsource(function(tiddler,title) {\n\t\t\tif(orphanTitles.indexOf(title) !== -1) {\n\t\t\t\tresults.push(title);\n\t\t\t}\n\t\t});\n\t}\n\treturn results;\n};\n\n})();\n",
"title": "$:/core/modules/filters/is/orphan.js",
"type": "application/javascript",
"module-type": "isfilteroperator"
},
"$:/core/modules/filters/is/shadow.js": {
"text": "/*\\\ntitle: $:/core/modules/filters/is/shadow.js\ntype: application/javascript\nmodule-type: isfilteroperator\n\nFilter function for [is[shadow]]\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nExport our filter function\n*/\nexports.shadow = function(source,prefix,options) {\n\tvar results = [];\n\tif(prefix === \"!\") {\n\t\tsource(function(tiddler,title) {\n\t\t\tif(!options.wiki.isShadowTiddler(title)) {\n\t\t\t\tresults.push(title);\n\t\t\t}\n\t\t});\n\t} else {\n\t\tsource(function(tiddler,title) {\n\t\t\tif(options.wiki.isShadowTiddler(title)) {\n\t\t\t\tresults.push(title);\n\t\t\t}\n\t\t});\n\t}\n\treturn results;\n};\n\n})();\n",
"title": "$:/core/modules/filters/is/shadow.js",
"type": "application/javascript",
"module-type": "isfilteroperator"
},
"$:/core/modules/filters/is/system.js": {
"text": "/*\\\ntitle: $:/core/modules/filters/is/system.js\ntype: application/javascript\nmodule-type: isfilteroperator\n\nFilter function for [is[system]]\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nExport our filter function\n*/\nexports.system = function(source,prefix,options) {\n\tvar results = [];\n\tif(prefix === \"!\") {\n\t\tsource(function(tiddler,title) {\n\t\t\tif(!options.wiki.isSystemTiddler(title)) {\n\t\t\t\tresults.push(title);\n\t\t\t}\n\t\t});\n\t} else {\n\t\tsource(function(tiddler,title) {\n\t\t\tif(options.wiki.isSystemTiddler(title)) {\n\t\t\t\tresults.push(title);\n\t\t\t}\n\t\t});\n\t}\n\treturn results;\n};\n\n})();\n",
"title": "$:/core/modules/filters/is/system.js",
"type": "application/javascript",
"module-type": "isfilteroperator"
},
"$:/core/modules/filters/is/tag.js": {
"text": "/*\\\ntitle: $:/core/modules/filters/is/tag.js\ntype: application/javascript\nmodule-type: isfilteroperator\n\nFilter function for [is[tag]]\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nExport our filter function\n*/\nexports.tag = function(source,prefix,options) {\n\tvar results = [],\n\t\ttagMap = options.wiki.getTagMap();\n\tif(prefix === \"!\") {\n\t\tsource(function(tiddler,title) {\n\t\t\tif(!$tw.utils.hop(tagMap,title)) {\n\t\t\t\tresults.push(title);\n\t\t\t}\n\t\t});\n\t} else {\n\t\tsource(function(tiddler,title) {\n\t\t\tif($tw.utils.hop(tagMap,title)) {\n\t\t\t\tresults.push(title);\n\t\t\t}\n\t\t});\n\t}\n\treturn results;\n};\n\n})();\n",
"title": "$:/core/modules/filters/is/tag.js",
"type": "application/javascript",
"module-type": "isfilteroperator"
},
"$:/core/modules/filters/is/tiddler.js": {
"text": "/*\\\ntitle: $:/core/modules/filters/is/tiddler.js\ntype: application/javascript\nmodule-type: isfilteroperator\n\nFilter function for [is[tiddler]]\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nExport our filter function\n*/\nexports.tiddler = function(source,prefix,options) {\n\tvar results = [];\n\tif(prefix === \"!\") {\n\t\tsource(function(tiddler,title) {\n\t\t\tif(!options.wiki.tiddlerExists(title)) {\n\t\t\t\tresults.push(title);\n\t\t\t}\n\t\t});\n\t} else {\n\t\tsource(function(tiddler,title) {\n\t\t\tif(options.wiki.tiddlerExists(title)) {\n\t\t\t\tresults.push(title);\n\t\t\t}\n\t\t});\n\t}\n\treturn results;\n};\n\n})();\n",
"title": "$:/core/modules/filters/is/tiddler.js",
"type": "application/javascript",
"module-type": "isfilteroperator"
},
"$:/core/modules/filters/is.js": {
"text": "/*\\\ntitle: $:/core/modules/filters/is.js\ntype: application/javascript\nmodule-type: filteroperator\n\nFilter operator for checking tiddler properties\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nvar isFilterOperators;\n\nfunction getIsFilterOperators() {\n\tif(!isFilterOperators) {\n\t\tisFilterOperators = {};\n\t\t$tw.modules.applyMethods(\"isfilteroperator\",isFilterOperators);\n\t}\n\treturn isFilterOperators;\n};\n\n/*\nExport our filter function\n*/\nexports.is = function(source,operator,options) {\n\t// Dispatch to the correct isfilteroperator\n\tvar isFilterOperators = getIsFilterOperators();\n\tvar isFilterOperator = isFilterOperators[operator.operand];\n\tif(isFilterOperator) {\n\t\treturn isFilterOperator(source,operator.prefix,options);\n\t} else {\n\t\treturn [\"Filter Error: Unknown operand for the 'is' filter operator\"];\n\t}\n};\n\n})();\n",
"title": "$:/core/modules/filters/is.js",
"type": "application/javascript",
"module-type": "filteroperator"
},
"$:/core/modules/filters/limit.js": {
"text": "/*\\\ntitle: $:/core/modules/filters/limit.js\ntype: application/javascript\nmodule-type: filteroperator\n\nFilter operator for chopping the results to a specified maximum number of entries\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nExport our filter function\n*/\nexports.limit = function(source,operator,options) {\n\tvar results = [];\n\t// Convert to an array\n\tsource(function(tiddler,title) {\n\t\tresults.push(title);\n\t});\n\t// Slice the array if necessary\n\tvar limit = Math.min(results.length,parseInt(operator.operand,10));\n\tif(operator.prefix === \"!\") {\n\t\tresults = results.slice(-limit);\n\t} else {\n\t\tresults = results.slice(0,limit);\n\t}\n\treturn results;\n};\n\n})();\n",
"title": "$:/core/modules/filters/limit.js",
"type": "application/javascript",
"module-type": "filteroperator"
},
"$:/core/modules/filters/links.js": {
"text": "/*\\\ntitle: $:/core/modules/filters/links.js\ntype: application/javascript\nmodule-type: filteroperator\n\nFilter operator for returning all the links from a tiddler\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nExport our filter function\n*/\nexports.links = function(source,operator,options) {\n\tvar results = [];\n\tsource(function(tiddler,title) {\n\t\t$tw.utils.pushTop(results,options.wiki.getTiddlerLinks(title));\n\t});\n\treturn results;\n};\n\n})();\n",
"title": "$:/core/modules/filters/links.js",
"type": "application/javascript",
"module-type": "filteroperator"
},
"$:/core/modules/filters/list.js": {
"text": "/*\\\ntitle: $:/core/modules/filters/list.js\ntype: application/javascript\nmodule-type: filteroperator\n\nFilter operator returning the tiddlers whose title is listed in the operand tiddler\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nExport our filter function\n*/\nexports.list = function(source,operator,options) {\n\tvar results = [],\n\t\ttr = $tw.utils.parseTextReference(operator.operand),\n\t\tcurrTiddlerTitle = options.widget && options.widget.getVariable(\"currentTiddler\"),\n\t\tlist = options.wiki.getTiddlerList(tr.title || currTiddlerTitle,tr.field,tr.index);\n\tif(operator.prefix === \"!\") {\n\t\tsource(function(tiddler,title) {\n\t\t\tif(list.indexOf(title) === -1) {\n\t\t\t\tresults.push(title);\n\t\t\t}\n\t\t});\n\t} else {\n\t\tresults = list;\n\t}\n\treturn results;\n};\n\n})();\n",
"title": "$:/core/modules/filters/list.js",
"type": "application/javascript",
"module-type": "filteroperator"
},
"$:/core/modules/filters/listed.js": {
"text": "/*\\\ntitle: $:/core/modules/filters/listed.js\ntype: application/javascript\nmodule-type: filteroperator\n\nFilter operator returning all tiddlers that have the selected tiddlers in a list\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nExport our filter function\n*/\nexports.listed = function(source,operator,options) {\n\tvar field = operator.operand || \"list\",\n\t\tresults = [];\n\tsource(function(tiddler,title) {\n\t\t$tw.utils.pushTop(results,options.wiki.findListingsOfTiddler(title,field));\n\t});\n\treturn results;\n};\n\n})();\n",
"title": "$:/core/modules/filters/listed.js",
"type": "application/javascript",
"module-type": "filteroperator"
},
"$:/core/modules/filters/listops.js": {
"text": "/*\\\ntitle: $:/core/modules/filters/listops.js\ntype: application/javascript\nmodule-type: filteroperator\n\nFilter operators for manipulating the current selection list\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nReverse list\n*/\nexports.reverse = function(source,operator,options) {\n\tvar results = [];\n\tsource(function(tiddler,title) {\n\t\tresults.unshift(title);\n\t});\n\treturn results;\n};\n\n/*\nFirst entry/entries in list\n*/\nexports.first = function(source,operator,options) {\n\tvar count = parseInt(operator.operand) || 1,\n\t\tresults = [];\n\tsource(function(tiddler,title) {\n\t\tresults.push(title);\n\t});\n\treturn results.slice(0,count);\n};\n\n/*\nLast entry/entries in list\n*/\nexports.last = function(source,operator,options) {\n\tvar count = parseInt(operator.operand) || 1,\n\t\tresults = [];\n\tsource(function(tiddler,title) {\n\t\tresults.push(title);\n\t});\n\treturn results.slice(-count);\n};\n\n/*\nAll but the first entry/entries of the list\n*/\nexports.rest = function(source,operator,options) {\n\tvar count = parseInt(operator.operand) || 1,\n\t\tresults = [];\n\tsource(function(tiddler,title) {\n\t\tresults.push(title);\n\t});\n\treturn results.slice(count);\n};\nexports.butfirst = exports.rest;\nexports.bf = exports.rest;\n\n/*\nAll but the last entry/entries of the list\n*/\nexports.butlast = function(source,operator,options) {\n\tvar count = parseInt(operator.operand) || 1,\n\t\tresults = [];\n\tsource(function(tiddler,title) {\n\t\tresults.push(title);\n\t});\n\treturn results.slice(0,-count);\n};\nexports.bl = exports.butlast;\n\n/*\nThe nth member of the list\n*/\nexports.nth = function(source,operator,options) {\n\tvar count = parseInt(operator.operand) || 1,\n\t\tresults = [];\n\tsource(function(tiddler,title) {\n\t\tresults.push(title);\n\t});\n\treturn results.slice(count - 1,count);\n};\n\n})();\n",
"title": "$:/core/modules/filters/listops.js",
"type": "application/javascript",
"module-type": "filteroperator"
},
"$:/core/modules/filters/modules.js": {
"text": "/*\\\ntitle: $:/core/modules/filters/modules.js\ntype: application/javascript\nmodule-type: filteroperator\n\nFilter operator for returning the titles of the modules of a given type in this wiki\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nExport our filter function\n*/\nexports.modules = function(source,operator,options) {\n\tvar results = [];\n\tsource(function(tiddler,title) {\n\t\t$tw.utils.each($tw.modules.types[title],function(moduleInfo,moduleName) {\n\t\t\tresults.push(moduleName);\n\t\t});\n\t});\n\tresults.sort();\n\treturn results;\n};\n\n})();\n",
"title": "$:/core/modules/filters/modules.js",
"type": "application/javascript",
"module-type": "filteroperator"
},
"$:/core/modules/filters/moduletypes.js": {
"text": "/*\\\ntitle: $:/core/modules/filters/moduletypes.js\ntype: application/javascript\nmodule-type: filteroperator\n\nFilter operator for returning the names of the module types in this wiki\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nExport our filter function\n*/\nexports.moduletypes = function(source,operator,options) {\n\tvar results = [];\n\t$tw.utils.each($tw.modules.types,function(moduleInfo,type) {\n\t\tresults.push(type);\n\t});\n\tresults.sort();\n\treturn results;\n};\n\n})();\n",
"title": "$:/core/modules/filters/moduletypes.js",
"type": "application/javascript",
"module-type": "filteroperator"
},
"$:/core/modules/filters/next.js": {
"text": "/*\\\ntitle: $:/core/modules/filters/next.js\ntype: application/javascript\nmodule-type: filteroperator\n\nFilter operator returning the tiddler whose title occurs next in the list supplied in the operand tiddler\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nExport our filter function\n*/\nexports.next = function(source,operator,options) {\n\tvar results = [],\n\t\tlist = options.wiki.getTiddlerList(operator.operand);\n\tsource(function(tiddler,title) {\n\t\tvar match = list.indexOf(title);\n\t\t// increment match and then test if result is in range\n\t\tmatch++;\n\t\tif(match > 0 && match < list.length) {\n\t\t\tresults.push(list[match]);\n\t\t}\n\t});\n\treturn results;\n};\n\n})();\n",
"title": "$:/core/modules/filters/next.js",
"type": "application/javascript",
"module-type": "filteroperator"
},
"$:/core/modules/filters/plugintiddlers.js": {
"text": "/*\\\ntitle: $:/core/modules/filters/plugintiddlers.js\ntype: application/javascript\nmodule-type: filteroperator\n\nFilter operator for returning the titles of the shadow tiddlers within a plugin\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nExport our filter function\n*/\nexports.plugintiddlers = function(source,operator,options) {\n\tvar results = [];\n\tsource(function(tiddler,title) {\n \t\tvar pluginInfo = options.wiki.getPluginInfo(title);\n \t\tif(pluginInfo) {\n \t\t\t$tw.utils.each(pluginInfo.tiddlers,function(fields,title) {\n \t\t\t\tresults.push(title);\n \t\t\t});\n \t\t}\n\t});\n\tresults.sort();\n\treturn results;\n};\n\n})();\n",
"title": "$:/core/modules/filters/plugintiddlers.js",
"type": "application/javascript",
"module-type": "filteroperator"
},
"$:/core/modules/filters/prefix.js": {
"text": "/*\\\ntitle: $:/core/modules/filters/prefix.js\ntype: application/javascript\nmodule-type: filteroperator\n\nFilter operator for checking if a title starts with a prefix\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nExport our filter function\n*/\nexports.prefix = function(source,operator,options) {\n\tvar results = [];\n\tif(operator.prefix === \"!\") {\n\t\tsource(function(tiddler,title) {\n\t\t\tif(title.substr(0,operator.operand.length).toLowerCase() !== operator.operand.toLowerCase()) {\n\t\t\t\tresults.push(title);\n\t\t\t}\n\t\t});\n\t} else {\n\t\tsource(function(tiddler,title) {\n\t\t\tif(title.substr(0,operator.operand.length).toLowerCase() === operator.operand.toLowerCase()) {\n\t\t\t\tresults.push(title);\n\t\t\t}\n\t\t});\n\t}\n\treturn results;\n};\n\n})();\n",
"title": "$:/core/modules/filters/prefix.js",
"type": "application/javascript",
"module-type": "filteroperator"
},
"$:/core/modules/filters/previous.js": {
"text": "/*\\\ntitle: $:/core/modules/filters/previous.js\ntype: application/javascript\nmodule-type: filteroperator\n\nFilter operator returning the tiddler whose title occurs immediately prior in the list supplied in the operand tiddler\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nExport our filter function\n*/\nexports.previous = function(source,operator,options) {\n\tvar results = [],\n\t\tlist = options.wiki.getTiddlerList(operator.operand);\n\tsource(function(tiddler,title) {\n\t\tvar match = list.indexOf(title);\n\t\t// increment match and then test if result is in range\n\t\tmatch--;\n\t\tif(match >= 0) {\n\t\t\tresults.push(list[match]);\n\t\t}\n\t});\n\treturn results;\n};\n\n})();\n",
"title": "$:/core/modules/filters/previous.js",
"type": "application/javascript",
"module-type": "filteroperator"
},
"$:/core/modules/filters/removeprefix.js": {
"text": "/*\\\ntitle: $:/core/modules/filters/removeprefix.js\ntype: application/javascript\nmodule-type: filteroperator\n\nFilter operator for removing a prefix from each title in the list. Titles that do not start with the prefix are removed.\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nExport our filter function\n*/\nexports.removeprefix = function(source,operator,options) {\n\tvar results = [];\n\tsource(function(tiddler,title) {\n\t\tif(title.substr(0,operator.operand.length).toLowerCase() === operator.operand.toLowerCase()) {\n\t\t\tresults.push(title.substr(operator.operand.length));\n\t\t}\n\t});\n\treturn results;\n};\n\n})();\n",
"title": "$:/core/modules/filters/removeprefix.js",
"type": "application/javascript",
"module-type": "filteroperator"
},
"$:/core/modules/filters/sameday.js": {
"text": "/*\\\ntitle: $:/core/modules/filters/sameday.js\ntype: application/javascript\nmodule-type: filteroperator\n\nFilter operator that selects tiddlers with a modified date field on the same day as the provided value.\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nExport our filter function\n*/\nexports.sameday = function(source,operator,options) {\n\tvar results = [],\n\t\tfieldName = operator.suffix || \"modified\",\n\t\ttargetDate = (new Date($tw.utils.parseDate(operator.operand))).setHours(0,0,0,0);\n\t// Function to convert a date/time to a date integer\n\tvar isSameDay = function(dateField) {\n\t\t\treturn (new Date(dateField)).setHours(0,0,0,0) === targetDate;\n\t\t};\n\tsource(function(tiddler,title) {\n\t\tif(tiddler && tiddler.fields[fieldName]) {\n\t\t\tif(isSameDay(tiddler.fields[fieldName])) {\n\t\t\t\tresults.push(title);\n\t\t\t}\n\t\t}\n\t});\n\treturn results;\n};\n\n})();\n",
"title": "$:/core/modules/filters/sameday.js",
"type": "application/javascript",
"module-type": "filteroperator"
},
"$:/core/modules/filters/search.js": {
"text": "/*\\\ntitle: $:/core/modules/filters/search.js\ntype: application/javascript\nmodule-type: filteroperator\n\nFilter operator for searching for the text in the operand tiddler\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nExport our filter function\n*/\nexports.search = function(source,operator,options) {\n\tvar invert = operator.prefix === \"!\";\n\treturn options.wiki.search(operator.operand,{\n\t\tsource: source,\n\t\tinvert: invert\n\t});\n};\n\n})();\n",
"title": "$:/core/modules/filters/search.js",
"type": "application/javascript",
"module-type": "filteroperator"
},
"$:/core/modules/filters/shadowsource.js": {
"text": "/*\\\ntitle: $:/core/modules/filters/shadowsource.js\ntype: application/javascript\nmodule-type: filteroperator\n\nFilter operator for returning the source plugins for shadow tiddlers\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nExport our filter function\n*/\nexports.shadowsource = function(source,operator,options) {\n\tvar results = [];\n\tsource(function(tiddler,title) {\n\t\tvar source = options.wiki.getShadowSource(title);\n \t\tif(source) {\n\t\t\t$tw.utils.pushTop(results,source);\n \t\t}\n\t});\n\tresults.sort();\n\treturn results;\n};\n\n})();\n",
"title": "$:/core/modules/filters/shadowsource.js",
"type": "application/javascript",
"module-type": "filteroperator"
},
"$:/core/modules/filters/sort.js": {
"text": "/*\\\ntitle: $:/core/modules/filters/sort.js\ntype: application/javascript\nmodule-type: filteroperator\n\nFilter operator for sorting\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nExport our filter function\n*/\nexports.sort = function(source,operator,options) {\n\tvar results = prepare_results(source);\n\toptions.wiki.sortTiddlers(results,operator.operand || \"title\",operator.prefix === \"!\",false,false);\n\treturn results;\n};\n\nexports.nsort = function(source,operator,options) {\n\tvar results = prepare_results(source);\n\toptions.wiki.sortTiddlers(results,operator.operand || \"title\",operator.prefix === \"!\",false,true);\n\treturn results;\n};\n\nexports.sortcs = function(source,operator,options) {\n\tvar results = prepare_results(source);\n\toptions.wiki.sortTiddlers(results,operator.operand || \"title\",operator.prefix === \"!\",true,false);\n\treturn results;\n};\n\nexports.nsortcs = function(source,operator,options) {\n\tvar results = prepare_results(source);\n\toptions.wiki.sortTiddlers(results,operator.operand || \"title\",operator.prefix === \"!\",true,true);\n\treturn results;\n};\n\nvar prepare_results = function (source) {\n\tvar results = [];\n\tsource(function(tiddler,title) {\n\t\tresults.push(title);\n\t});\n\treturn results;\n}\n\n})();\n",
"title": "$:/core/modules/filters/sort.js",
"type": "application/javascript",
"module-type": "filteroperator"
},
"$:/core/modules/filters/storyviews.js": {
"text": "/*\\\ntitle: $:/core/modules/filters/storyviews.js\ntype: application/javascript\nmodule-type: filteroperator\n\nFilter operator for returning the names of the story views in this wiki\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nExport our filter function\n*/\nexports.storyviews = function(source,operator,options) {\n\tvar results = [],\n\t\tstoryviews = {};\n\t$tw.modules.applyMethods(\"storyview\",storyviews);\n\t$tw.utils.each(storyviews,function(info,name) {\n\t\tresults.push(name);\n\t});\n\tresults.sort();\n\treturn results;\n};\n\n})();\n",
"title": "$:/core/modules/filters/storyviews.js",
"type": "application/javascript",
"module-type": "filteroperator"
},
"$:/core/modules/filters/tag.js": {
"text": "/*\\\ntitle: $:/core/modules/filters/tag.js\ntype: application/javascript\nmodule-type: filteroperator\n\nFilter operator for checking for the presence of a tag\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nExport our filter function\n*/\nexports.tag = function(source,operator,options) {\n\tvar results = [];\n\tif(operator.prefix === \"!\") {\n\t\tsource(function(tiddler,title) {\n\t\t\tif(tiddler && !tiddler.hasTag(operator.operand)) {\n\t\t\t\tresults.push(title);\n\t\t\t}\n\t\t});\n\t} else {\n\t\tsource(function(tiddler,title) {\n\t\t\tif(tiddler && tiddler.hasTag(operator.operand)) {\n\t\t\t\tresults.push(title);\n\t\t\t}\n\t\t});\n\t\tresults = options.wiki.sortByList(results,operator.operand);\n\t}\n\treturn results;\n};\n\n})();\n",
"title": "$:/core/modules/filters/tag.js",
"type": "application/javascript",
"module-type": "filteroperator"
},
"$:/core/modules/filters/tagging.js": {
"text": "/*\\\ntitle: $:/core/modules/filters/tagging.js\ntype: application/javascript\nmodule-type: filteroperator\n\nFilter operator returning all tiddlers that are tagged with the selected tiddlers\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nExport our filter function\n*/\nexports.tagging = function(source,operator,options) {\n\tvar results = [];\n\tsource(function(tiddler,title) {\n\t\t$tw.utils.pushTop(results,options.wiki.getTiddlersWithTag(title));\n\t});\n\treturn results;\n};\n\n})();\n",
"title": "$:/core/modules/filters/tagging.js",
"type": "application/javascript",
"module-type": "filteroperator"
},
"$:/core/modules/filters/tags.js": {
"text": "/*\\\ntitle: $:/core/modules/filters/tags.js\ntype: application/javascript\nmodule-type: filteroperator\n\nFilter operator returning all the tags of the selected tiddlers\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nExport our filter function\n*/\nexports.tags = function(source,operator,options) {\n\tvar results = [];\n\tsource(function(tiddler,title) {\n\t\tif(tiddler && tiddler.fields.tags) {\n\t\t\t$tw.utils.pushTop(results,tiddler.fields.tags);\n\t\t}\n\t});\n\treturn results;\n};\n\n})();\n",
"title": "$:/core/modules/filters/tags.js",
"type": "application/javascript",
"module-type": "filteroperator"
},
"$:/core/modules/filters/title.js": {
"text": "/*\\\ntitle: $:/core/modules/filters/title.js\ntype: application/javascript\nmodule-type: filteroperator\n\nFilter operator for comparing title fields for equality\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nExport our filter function\n*/\nexports.title = function(source,operator,options) {\n\tvar results = [];\n\tif(operator.prefix === \"!\") {\n\t\tsource(function(tiddler,title) {\n\t\t\tif(tiddler && tiddler.fields.title !== operator.operand) {\n\t\t\t\tresults.push(title);\n\t\t\t}\n\t\t});\n\t} else {\n\t\tresults.push(operator.operand);\n\t}\n\treturn results;\n};\n\n})();\n",
"title": "$:/core/modules/filters/title.js",
"type": "application/javascript",
"module-type": "filteroperator"
},
"$:/core/modules/filters/untagged.js": {
"text": "/*\\\ntitle: $:/core/modules/filters/untagged.js\ntype: application/javascript\nmodule-type: filteroperator\n\nFilter operator returning all the selected tiddlers that are untagged\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nExport our filter function\n*/\nexports.untagged = function(source,operator,options) {\n\tvar results = [];\n\tif(operator.prefix === \"!\") {\n\t\tsource(function(tiddler,title) {\n\t\t\tif(tiddler && $tw.utils.isArray(tiddler.fields.tags) && tiddler.fields.tags.length > 0) {\n\t\t\t\t$tw.utils.pushTop(results,title);\n\t\t\t}\n\t\t});\n\t} else {\n\t\tsource(function(tiddler,title) {\n\t\t\tif(!tiddler || !tiddler.hasField(\"tags\") || ($tw.utils.isArray(tiddler.fields.tags) && tiddler.fields.tags.length === 0)) {\n\t\t\t\t$tw.utils.pushTop(results,title);\n\t\t\t}\n\t\t});\n\t}\n\treturn results;\n};\n\n})();\n",
"title": "$:/core/modules/filters/untagged.js",
"type": "application/javascript",
"module-type": "filteroperator"
},
"$:/core/modules/filters.js": {
"text": "/*\\\ntitle: $:/core/modules/filters.js\ntype: application/javascript\nmodule-type: wikimethod\n\nAdds tiddler filtering methods to the $tw.Wiki object.\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nParses an operation within a filter string\n\tresults: Array of array of operator nodes into which results should be inserted\n\tfilterString: filter string\n\tp: start position within the string\nReturns the new start position, after the parsed operation\n*/\nfunction parseFilterOperation(operators,filterString,p) {\n\tvar operator, operand, bracketPos, curlyBracketPos;\n\t// Skip the starting square bracket\n\tif(filterString.charAt(p++) !== \"[\") {\n\t\tthrow \"Missing [ in filter expression\";\n\t}\n\t// Process each operator in turn\n\tdo {\n\t\toperator = {};\n\t\t// Check for an operator prefix\n\t\tif(filterString.charAt(p) === \"!\") {\n\t\t\toperator.prefix = filterString.charAt(p++);\n\t\t}\n\t\t// Get the operator name\n\t\tvar nextBracketPos = filterString.substring(p).search(/[\\[\\{\\/]/);\n\t\tif(nextBracketPos === -1) {\n\t\t\tthrow \"Missing [ in filter expression\";\n\t\t}\n\t\tnextBracketPos += p;\n\t\tvar bracket = filterString.charAt(nextBracketPos);\n\t\toperator.operator = filterString.substring(p,nextBracketPos);\n\t\t\n\t\t// Any suffix?\n\t\tvar colon = operator.operator.indexOf(':');\n\t\tif(colon > -1) {\n\t\t\toperator.suffix = operator.operator.substring(colon + 1);\n\t\t\toperator.operator = operator.operator.substring(0,colon) || \"field\";\n\t\t}\n\t\t// Empty operator means: title\n\t\telse if(operator.operator === \"\") {\n\t\t\toperator.operator = \"title\";\n\t\t}\n\n\t\tp = nextBracketPos + 1;\n\t\tswitch (bracket) {\n\t\tcase '{': // Curly brackets\n\t\t\toperator.indirect = true;\n\t\t\tnextBracketPos = filterString.indexOf('}',p);\n\t\t\tbreak;\n\t\tcase '[': // Square brackets\n\t\t\tnextBracketPos = filterString.indexOf(']',p);\n\t\t\tbreak;\n\t\tcase '/': // regexp brackets\n\t\t\tvar rex = /^((?:[^\\\\\\/]*|\\\\.)*)\\/(?:\\(([mygi]+)\\))?/g,\n\t\t\t\trexMatch = rex.exec(filterString.substring(p));\n\t\t\tif(rexMatch) {\n\t\t\t\toperator.regexp = new RegExp(rexMatch[1], rexMatch[2]);\n\t\t\t\tnextBracketPos = p + rex.lastIndex - 1;\n\t\t\t}\n\t\t\telse {\n\t\t\t\tthrow \"Unterminated regular expression in filter expression\";\n\t\t\t}\n\t\t\tbreak;\n\t\t}\n\t\t\n\t\tif(nextBracketPos === -1) {\n\t\t\tthrow \"Missing closing bracket in filter expression\";\n\t\t}\n\t\tif(!operator.regexp) {\n\t\t\toperator.operand = filterString.substring(p,nextBracketPos);\n\t\t}\n\t\tp = nextBracketPos + 1;\n\t\t\t\n\t\t// Push this operator\n\t\toperators.push(operator);\n\t} while(filterString.charAt(p) !== \"]\");\n\t// Skip the ending square bracket\n\tif(filterString.charAt(p++) !== \"]\") {\n\t\tthrow \"Missing ] in filter expression\";\n\t}\n\t// Return the parsing position\n\treturn p;\n}\n\n/*\nParse a filter string\n*/\nexports.parseFilter = function(filterString) {\n\tfilterString = filterString || \"\";\n\tvar results = [], // Array of arrays of operator nodes {operator:,operand:}\n\t\tp = 0, // Current position in the filter string\n\t\tmatch;\n\tvar whitespaceRegExp = /(\\s+)/mg,\n\t\toperandRegExp = /((?:\\+|\\-)?)(?:(\\[)|(\"(?:[^\"])*\")|('(?:[^'])*')|([^\\s\\[\\]]+))/mg;\n\twhile(p < filterString.length) {\n\t\t// Skip any whitespace\n\t\twhitespaceRegExp.lastIndex = p;\n\t\tmatch = whitespaceRegExp.exec(filterString);\n\t\tif(match && match.index === p) {\n\t\t\tp = p + match[0].length;\n\t\t}\n\t\t// Match the start of the operation\n\t\tif(p < filterString.length) {\n\t\t\toperandRegExp.lastIndex = p;\n\t\t\tmatch = operandRegExp.exec(filterString);\n\t\t\tif(!match || match.index !== p) {\n\t\t\t\tthrow \"Syntax error in filter expression\";\n\t\t\t}\n\t\t\tvar operation = {\n\t\t\t\tprefix: \"\",\n\t\t\t\toperators: []\n\t\t\t};\n\t\t\tif(match[1]) {\n\t\t\t\toperation.prefix = match[1];\n\t\t\t\tp++;\n\t\t\t}\n\t\t\tif(match[2]) { // Opening square bracket\n\t\t\t\tp = parseFilterOperation(operation.operators,filterString,p);\n\t\t\t} else {\n\t\t\t\tp = match.index + match[0].length;\n\t\t\t}\n\t\t\tif(match[3] || match[4] || match[5]) { // Double quoted string, single quoted string or unquoted title\n\t\t\t\toperation.operators.push(\n\t\t\t\t\t{operator: \"title\", operand: match[3] || match[4] || match[5]}\n\t\t\t\t);\n\t\t\t}\n\t\t\tresults.push(operation);\n\t\t}\n\t}\n\treturn results;\n};\n\nexports.getFilterOperators = function() {\n\tif(!this.filterOperators) {\n\t\t$tw.Wiki.prototype.filterOperators = {};\n\t\t$tw.modules.applyMethods(\"filteroperator\",this.filterOperators);\n\t}\n\treturn this.filterOperators;\n};\n\nexports.filterTiddlers = function(filterString,widget,source) {\n\tvar fn = this.compileFilter(filterString);\n\treturn fn.call(this,source,widget);\n};\n\n/*\nCompile a filter into a function with the signature fn(source,widget) where:\nsource: an iterator function for the source tiddlers, called source(iterator), where iterator is called as iterator(tiddler,title)\nwidget: an optional widget node for retrieving the current tiddler etc.\n*/\nexports.compileFilter = function(filterString) {\n\tvar filterParseTree;\n\ttry {\n\t\tfilterParseTree = this.parseFilter(filterString);\n\t} catch(e) {\n\t\treturn function(source,widget) {\n\t\t\treturn [\"Filter error: \" + e];\n\t\t};\n\t}\n\t// Get the hashmap of filter operator functions\n\tvar filterOperators = this.getFilterOperators();\n\t// Assemble array of functions, one for each operation\n\tvar operationFunctions = [];\n\t// Step through the operations\n\tvar self = this;\n\t$tw.utils.each(filterParseTree,function(operation) {\n\t\t// Create a function for the chain of operators in the operation\n\t\tvar operationSubFunction = function(source,widget) {\n\t\t\tvar accumulator = source,\n\t\t\t\tresults = [],\n\t\t\t\tcurrTiddlerTitle = widget && widget.getVariable(\"currentTiddler\");\n\t\t\t$tw.utils.each(operation.operators,function(operator) {\n\t\t\t\tvar operand = operator.operand,\n\t\t\t\t\toperatorFunction;\n\t\t\t\tif(!operator.operator) {\n\t\t\t\t\toperatorFunction = filterOperators.title;\n\t\t\t\t} else if(!filterOperators[operator.operator]) {\n\t\t\t\t\toperatorFunction = filterOperators.field;\n\t\t\t\t} else {\n\t\t\t\t\toperatorFunction = filterOperators[operator.operator];\n\t\t\t\t}\n\t\t\t\tif(operator.indirect) {\n\t\t\t\t\toperand = self.getTextReference(operator.operand,\"\",currTiddlerTitle);\n\t\t\t\t}\n\t\t\t\tresults = operatorFunction(accumulator,{\n\t\t\t\t\t\t\toperator: operator.operator,\n\t\t\t\t\t\t\toperand: operand,\n\t\t\t\t\t\t\tprefix: operator.prefix,\n\t\t\t\t\t\t\tsuffix: operator.suffix,\n\t\t\t\t\t\t\tregexp: operator.regexp\n\t\t\t\t\t\t},{\n\t\t\t\t\t\t\twiki: self,\n\t\t\t\t\t\t\twidget: widget\n\t\t\t\t\t\t});\n\t\t\t\tif($tw.utils.isArray(results)) {\n\t\t\t\t\taccumulator = self.makeTiddlerIterator(results);\n\t\t\t\t} else {\n\t\t\t\t\taccumulator = results;\n\t\t\t\t}\n\t\t\t});\n\t\t\tif($tw.utils.isArray(results)) {\n\t\t\t\treturn results;\n\t\t\t} else {\n\t\t\t\tvar resultArray = [];\n\t\t\t\tresults(function(tiddler,title) {\n\t\t\t\t\tresultArray.push(title);\n\t\t\t\t});\n\t\t\t\treturn resultArray;\n\t\t\t}\n\t\t};\n\t\t// Wrap the operator functions in a wrapper function that depends on the prefix\n\t\toperationFunctions.push((function() {\n\t\t\tswitch(operation.prefix || \"\") {\n\t\t\t\tcase \"\": // No prefix means that the operation is unioned into the result\n\t\t\t\t\treturn function(results,source,widget) {\n\t\t\t\t\t\t$tw.utils.pushTop(results,operationSubFunction(source,widget));\n\t\t\t\t\t};\n\t\t\t\tcase \"-\": // The results of this operation are removed from the main result\n\t\t\t\t\treturn function(results,source,widget) {\n\t\t\t\t\t\t$tw.utils.removeArrayEntries(results,operationSubFunction(source,widget));\n\t\t\t\t\t};\n\t\t\t\tcase \"+\": // This operation is applied to the main results so far\n\t\t\t\t\treturn function(results,source,widget) {\n\t\t\t\t\t\t// This replaces all the elements of the array, but keeps the actual array so that references to it are preserved\n\t\t\t\t\t\tsource = self.makeTiddlerIterator(results);\n\t\t\t\t\t\tresults.splice(0,results.length);\n\t\t\t\t\t\t$tw.utils.pushTop(results,operationSubFunction(source,widget));\n\t\t\t\t\t};\n\t\t\t}\n\t\t})());\n\t});\n\t// Return a function that applies the operations to a source iterator of tiddler titles\n\treturn $tw.perf.measure(\"filter\",function filterFunction(source,widget) {\n\t\tif(!source) {\n\t\t\tsource = self.each;\n\t\t} else if(typeof source === \"object\") { // Array or hashmap\n\t\t\tsource = self.makeTiddlerIterator(source);\n\t\t}\n\t\tvar results = [];\n\t\t$tw.utils.each(operationFunctions,function(operationFunction) {\n\t\t\toperationFunction(results,source,widget);\n\t\t});\n\t\treturn results;\n\t});\n};\n\n})();\n",
"title": "$:/core/modules/filters.js",
"type": "application/javascript",
"module-type": "wikimethod"
},
"$:/core/modules/language.js": {
"text": "/*\\\ntitle: $:/core/modules/language.js\ntype: application/javascript\nmodule-type: global\n\nThe $tw.Language() manages translateable strings\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nCreate an instance of the language manager. Options include:\nwiki: wiki from which to retrieve translation tiddlers\n*/\nfunction Language(options) {\n\toptions = options || \"\";\n\tthis.wiki = options.wiki || $tw.wiki;\n}\n\n/*\nReturn a single translateable string. The title is automatically prefixed with \"$:/language/\"\nOptions include:\nvariables: optional hashmap of variables to supply to the language wikification\n*/\nLanguage.prototype.getString = function(title,options) {\n\toptions = options || {};\n\ttitle = \"$:/language/\" + title;\n\treturn this.wiki.renderTiddler(\"text/plain\",title,{variables: options.variables});\n};\n\nexports.Language = Language;\n\n})();\n",
"title": "$:/core/modules/language.js",
"type": "application/javascript",
"module-type": "global"
},
"$:/core/modules/macros/changecount.js": {
"text": "/*\\\ntitle: $:/core/modules/macros/changecount.js\ntype: application/javascript\nmodule-type: macro\n\nMacro to return the changecount for the current tiddler\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nInformation about this macro\n*/\n\nexports.name = \"changecount\";\n\nexports.params = [];\n\n/*\nRun the macro\n*/\nexports.run = function() {\n\treturn this.wiki.getChangeCount(this.getVariable(\"currentTiddler\")) + \"\";\n};\n\n})();\n",
"title": "$:/core/modules/macros/changecount.js",
"type": "application/javascript",
"module-type": "macro"
},
"$:/core/modules/macros/makedatauri.js": {
"text": "/*\\\ntitle: $:/core/modules/macros/makedatauri.js\ntype: application/javascript\nmodule-type: macro\n\nMacro to convert the content of a tiddler to a data URI\n\n<<makedatauri text:\"Text to be converted\" type:\"text/vnd.tiddlywiki\">>\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nInformation about this macro\n*/\n\nexports.name = \"makedatauri\";\n\nexports.params = [\n\t{name: \"text\"},\n\t{name: \"type\"}\n];\n\n/*\nRun the macro\n*/\nexports.run = function(text,type) {\n\ttype = type || \"text/vnd.tiddlywiki\";\n\tvar typeInfo = $tw.config.contentTypeInfo[type] || $tw.config.contentTypeInfo[\"text/plain\"],\n\t\tisBase64 = typeInfo.encoding === \"base64\",\n\t\tparts = [];\n\tparts.push(\"data:\");\n\tparts.push(type);\n\tparts.push(isBase64 ? \";base64\" : \"\");\n\tparts.push(\",\");\n\tparts.push(isBase64 ? text : encodeURIComponent(text));\n\treturn parts.join(\"\");\n};\n\n})();\n",
"title": "$:/core/modules/macros/makedatauri.js",
"type": "application/javascript",
"module-type": "macro"
},
"$:/core/modules/macros/qualify.js": {
"text": "/*\\\ntitle: $:/core/modules/macros/qualify.js\ntype: application/javascript\nmodule-type: macro\n\nMacro to qualify a state tiddler title according\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nInformation about this macro\n*/\n\nexports.name = \"qualify\";\n\nexports.params = [\n\t{name: \"title\"}\n];\n\n/*\nRun the macro\n*/\nexports.run = function(title) {\n\treturn title + \"-\" + this.getStateQualifier();\n};\n\n})();\n",
"title": "$:/core/modules/macros/qualify.js",
"type": "application/javascript",
"module-type": "macro"
},
"$:/core/modules/macros/version.js": {
"text": "/*\\\ntitle: $:/core/modules/macros/version.js\ntype: application/javascript\nmodule-type: macro\n\nMacro to return the TiddlyWiki core version number\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nInformation about this macro\n*/\n\nexports.name = \"version\";\n\nexports.params = [];\n\n/*\nRun the macro\n*/\nexports.run = function() {\n\treturn $tw.version;\n};\n\n})();\n",
"title": "$:/core/modules/macros/version.js",
"type": "application/javascript",
"module-type": "macro"
},
"$:/core/modules/parsers/csvparser.js": {
"text": "/*\\\ntitle: $:/core/modules/parsers/csvparser.js\ntype: application/javascript\nmodule-type: parser\n\nThe CSV text parser processes CSV files into a table wrapped in a scrollable widget\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nvar CsvParser = function(type,text,options) {\n\t// Table framework\n\tthis.tree = [{\n\t\t\"type\": \"scrollable\", \"children\": [{\n\t\t\t\"type\": \"element\", \"tag\": \"table\", \"children\": [{\n\t\t\t\t\"type\": \"element\", \"tag\": \"tbody\", \"children\": []\n\t\t\t}], \"attributes\": {\n\t\t\t\t\"class\": {\"type\": \"string\", \"value\": \"tw-csv-table\"}\n\t\t\t}\n\t\t}]\n\t}];\n\t// Split the text into lines\n\tvar lines = text.split(/\\r?\\n/mg),\n\t\ttag = \"th\";\n\tfor(var line=0; line<lines.length; line++) {\n\t\tvar lineText = lines[line];\n\t\tif(lineText) {\n\t\t\tvar row = {\n\t\t\t\t\t\"type\": \"element\", \"tag\": \"tr\", \"children\": []\n\t\t\t\t};\n\t\t\tvar columns = lineText.split(\",\");\n\t\t\tfor(var column=0; column<columns.length; column++) {\n\t\t\t\trow.children.push({\n\t\t\t\t\t\t\"type\": \"element\", \"tag\": tag, \"children\": [{\n\t\t\t\t\t\t\t\"type\": \"text\",\n\t\t\t\t\t\t\t\"text\": columns[column]\n\t\t\t\t\t\t}]\n\t\t\t\t\t});\n\t\t\t}\n\t\t\ttag = \"td\";\n\t\t\tthis.tree[0].children[0].children[0].children.push(row);\n\t\t}\n\t}\n};\n\nexports[\"text/csv\"] = CsvParser;\n\n})();\n\n",
"title": "$:/core/modules/parsers/csvparser.js",
"type": "application/javascript",
"module-type": "parser"
},
"$:/core/modules/parsers/htmlparser.js": {
"text": "/*\\\ntitle: $:/core/modules/parsers/htmlparser.js\ntype: application/javascript\nmodule-type: parser\n\nThe HTML parser displays text as raw HTML\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nvar HtmlParser = function(type,text,options) {\n\tvar src;\n\tif(options._canonical_uri) {\n\t\tsrc = options._canonical_uri;\n\t} else if(text) {\n\t\tsrc = \"data:text/html,\" + encodeURIComponent(text);\n\t}\n\tthis.tree = [{\n\t\ttype: \"element\",\n\t\ttag: \"iframe\",\n\t\tattributes: {\n\t\t\tsrc: {type: \"string\", value: src}\n\t\t}\n\t}];\n};\n\nexports[\"text/html\"] = HtmlParser;\n\n})();\n\n",
"title": "$:/core/modules/parsers/htmlparser.js",
"type": "application/javascript",
"module-type": "parser"
},
"$:/core/modules/parsers/imageparser.js": {
"text": "/*\\\ntitle: $:/core/modules/parsers/imageparser.js\ntype: application/javascript\nmodule-type: parser\n\nThe image parser parses an image into an embeddable HTML element\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nvar ImageParser = function(type,text,options) {\n\tvar element = {\n\t\t\ttype: \"element\",\n\t\t\ttag: \"img\",\n\t\t\tattributes: {}\n\t\t},\n\t\tsrc;\n\tif(options._canonical_uri) {\n\t\telement.attributes.src = {type: \"string\", value: options._canonical_uri};\n\t\tif(type === \"application/pdf\" || type === \".pdf\") {\n\t\t\telement.tag = \"embed\";\n\t\t}\n\t} else if(text) {\n\t\tif(type === \"application/pdf\" || type === \".pdf\") {\n\t\t\telement.attributes.src = {type: \"string\", value: \"data:application/pdf;base64,\" + text};\n\t\t\telement.tag = \"embed\";\n\t\t} else if(type === \"image/svg+xml\" || type === \".svg\") {\n\t\t\telement.attributes.src = {type: \"string\", value: \"data:image/svg+xml,\" + encodeURIComponent(text)};\n\t\t} else {\n\t\t\telement.attributes.src = {type: \"string\", value: \"data:\" + type + \";base64,\" + text};\n\t\t}\n\t}\n\tthis.tree = [element];\n};\n\nexports[\"image/svg+xml\"] = ImageParser;\nexports[\"image/jpg\"] = ImageParser;\nexports[\"image/jpeg\"] = ImageParser;\nexports[\"image/png\"] = ImageParser;\nexports[\"image/gif\"] = ImageParser;\nexports[\"application/pdf\"] = ImageParser;\nexports[\"image/x-icon\"] = ImageParser;\n\n})();\n\n",
"title": "$:/core/modules/parsers/imageparser.js",
"type": "application/javascript",
"module-type": "parser"
},
"$:/core/modules/utils/parseutils.js": {
"text": "/*\\\ntitle: $:/core/modules/utils/parseutils.js\ntype: application/javascript\nmodule-type: utils\n\nUtility functions concerned with parsing text into tokens.\n\nMost functions have the following pattern:\n\n* The parameters are:\n** `source`: the source string being parsed\n** `pos`: the current parse position within the string\n** Any further parameters are used to identify the token that is being parsed\n* The return value is:\n** null if the token was not found at the specified position\n** an object representing the token with the following standard fields:\n*** `type`: string indicating the type of the token\n*** `start`: start position of the token in the source string\n*** `end`: end position of the token in the source string\n*** Any further fields required to describe the token\n\nThe exception is `skipWhiteSpace`, which just returns the position after the whitespace.\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nLook for a whitespace token. Returns null if not found, otherwise returns {type: \"whitespace\", start:, end:,}\n*/\nexports.parseWhiteSpace = function(source,pos) {\n\tvar node = {\n\t\ttype: \"whitespace\",\n\t\tstart: pos\n\t};\n\tvar re = /(\\s)+/g;\n\tre.lastIndex = pos;\n\tvar match = re.exec(source);\n\tif(match && match.index === pos) {\n\t\tnode.end = pos + match[0].length;\n\t\treturn node;\n\t}\n\treturn null;\n};\n\n/*\nConvenience wrapper for parseWhiteSpace. Returns the position after the whitespace\n*/\nexports.skipWhiteSpace = function(source,pos) {\n\tvar whitespace = $tw.utils.parseWhiteSpace(source,pos);\n\tif(whitespace) {\n\t\treturn whitespace.end;\n\t}\n\treturn pos;\n};\n\n/*\nLook for a given string token. Returns null if not found, otherwise returns {type: \"token\", value:, start:, end:,}\n*/\nexports.parseTokenString = function(source,pos,token) {\n\tvar match = source.indexOf(token,pos) === pos;\n\tif(match) {\n\t\treturn {\n\t\t\ttype: \"token\",\n\t\t\tvalue: token,\n\t\t\tstart: pos,\n\t\t\tend: pos + token.length\n\t\t};\n\t}\n\treturn null;\n};\n\n/*\nLook for a token matching a regex. Returns null if not found, otherwise returns {type: \"regexp\", match:, start:, end:,}\n*/\nexports.parseTokenRegExp = function(source,pos,reToken) {\n\tvar node = {\n\t\ttype: \"regexp\",\n\t\tstart: pos\n\t};\n\treToken.lastIndex = pos;\n\tnode.match = reToken.exec(source);\n\tif(node.match && node.match.index === pos) {\n\t\tnode.end = pos + node.match[0].length;\n\t\treturn node;\n\t} else {\n\t\treturn null;\n\t}\n};\n\n/*\nLook for a string literal. Returns null if not found, otherwise returns {type: \"string\", value:, start:, end:,}\n*/\nexports.parseStringLiteral = function(source,pos) {\n\tvar node = {\n\t\ttype: \"string\",\n\t\tstart: pos\n\t};\n\tvar reString = /(?:\"\"\"([\\s\\S]*?)\"\"\"|\"([^\"]*)\")|(?:'([^']*)')/g;\n\treString.lastIndex = pos;\n\tvar match = reString.exec(source);\n\tif(match && match.index === pos) {\n\t\tnode.value = match[1] !== undefined ? match[1] :(\n\t\t\tmatch[2] !== undefined ? match[2] : match[3] \n\t\t\t\t\t);\n\t\tnode.end = pos + match[0].length;\n\t\treturn node;\n\t} else {\n\t\treturn null;\n\t}\n};\n\n/*\nLook for a macro invocation parameter. Returns null if not found, or {type: \"macro-parameter\", name:, value:, start:, end:}\n*/\nexports.parseMacroParameter = function(source,pos) {\n\tvar node = {\n\t\ttype: \"macro-parameter\",\n\t\tstart: pos\n\t};\n\t// Define our regexp\n\tvar reMacroParameter = /(?:([A-Za-z0-9\\-_]+)\\s*:)?(?:\\s*(?:\"\"\"([\\s\\S]*?)\"\"\"|\"([^\"]*)\"|'([^']*)'|\\[\\[([^\\]]*)\\]\\]|([^\\s>\"'=]+)))/g;\n\t// Skip whitespace\n\tpos = $tw.utils.skipWhiteSpace(source,pos);\n\t// Look for the parameter\n\tvar token = $tw.utils.parseTokenRegExp(source,pos,reMacroParameter);\n\tif(!token) {\n\t\treturn null;\n\t}\n\tpos = token.end;\n\t// Get the parameter details\n\tnode.value = token.match[2] !== undefined ? token.match[2] : (\n\t\t\t\t\ttoken.match[3] !== undefined ? token.match[3] : (\n\t\t\t\t\t\ttoken.match[4] !== undefined ? token.match[4] : (\n\t\t\t\t\t\t\ttoken.match[5] !== undefined ? token.match[5] : (\n\t\t\t\t\t\t\t\ttoken.match[6] !== undefined ? token.match[6] : (\n\t\t\t\t\t\t\t\t\t\"\"\n\t\t\t\t\t\t\t\t)\n\t\t\t\t\t\t\t)\n\t\t\t\t\t\t)\n\t\t\t\t\t)\n\t\t\t\t);\n\tif(token.match[1]) {\n\t\tnode.name = token.match[1];\n\t}\n\t// Update the end position\n\tnode.end = pos;\n\treturn node;\n};\n\n/*\nLook for a macro invocation. Returns null if not found, or {type: \"macrocall\", name:, parameters:, start:, end:}\n*/\nexports.parseMacroInvocation = function(source,pos) {\n\tvar node = {\n\t\ttype: \"macrocall\",\n\t\tstart: pos,\n\t\tparams: []\n\t};\n\t// Define our regexps\n\tvar reMacroName = /([^\\s>\"'=]+)/g;\n\t// Skip whitespace\n\tpos = $tw.utils.skipWhiteSpace(source,pos);\n\t// Look for a double less than sign\n\tvar token = $tw.utils.parseTokenString(source,pos,\"<<\");\n\tif(!token) {\n\t\treturn null;\n\t}\n\tpos = token.end;\n\t// Get the macro name\n\tvar name = $tw.utils.parseTokenRegExp(source,pos,reMacroName);\n\tif(!name) {\n\t\treturn null;\n\t}\n\tnode.name = name.match[1];\n\tpos = name.end;\n\t// Process parameters\n\tvar parameter = $tw.utils.parseMacroParameter(source,pos);\n\twhile(parameter) {\n\t\tnode.params.push(parameter);\n\t\tpos = parameter.end;\n\t\t// Get the next parameter\n\t\tparameter = $tw.utils.parseMacroParameter(source,pos);\n\t}\n\t// Skip whitespace\n\tpos = $tw.utils.skipWhiteSpace(source,pos);\n\t// Look for a double greater than sign\n\ttoken = $tw.utils.parseTokenString(source,pos,\">>\");\n\tif(!token) {\n\t\treturn null;\n\t}\n\tpos = token.end;\n\t// Update the end position\n\tnode.end = pos;\n\treturn node;\n};\n\n/*\nLook for an HTML attribute definition. Returns null if not found, otherwise returns {type: \"attribute\", name:, valueType: \"string|indirect|macro\", value:, start:, end:,}\n*/\nexports.parseAttribute = function(source,pos) {\n\tvar node = {\n\t\tstart: pos\n\t};\n\t// Define our regexps\n\tvar reAttributeName = /([^\\/\\s>\"'=]+)/g,\n\t\treUnquotedAttribute = /([^\\/\\s<>\"'=]+)/g,\n\t\treIndirectValue = /\\{\\{([^\\}]+)\\}\\}/g;\n\t// Skip whitespace\n\tpos = $tw.utils.skipWhiteSpace(source,pos);\n\t// Get the attribute name\n\tvar name = $tw.utils.parseTokenRegExp(source,pos,reAttributeName);\n\tif(!name) {\n\t\treturn null;\n\t}\n\tnode.name = name.match[1];\n\tpos = name.end;\n\t// Skip whitespace\n\tpos = $tw.utils.skipWhiteSpace(source,pos);\n\t// Look for an equals sign\n\tvar token = $tw.utils.parseTokenString(source,pos,\"=\");\n\tif(token) {\n\t\tpos = token.end;\n\t\t// Skip whitespace\n\t\tpos = $tw.utils.skipWhiteSpace(source,pos);\n\t\t// Look for a string literal\n\t\tvar stringLiteral = $tw.utils.parseStringLiteral(source,pos);\n\t\tif(stringLiteral) {\n\t\t\tpos = stringLiteral.end;\n\t\t\tnode.type = \"string\";\n\t\t\tnode.value = stringLiteral.value;\n\t\t} else {\n\t\t\t// Look for an indirect value\n\t\t\tvar indirectValue = $tw.utils.parseTokenRegExp(source,pos,reIndirectValue);\n\t\t\tif(indirectValue) {\n\t\t\t\tpos = indirectValue.end;\n\t\t\t\tnode.type = \"indirect\";\n\t\t\t\tnode.textReference = indirectValue.match[1];\n\t\t\t} else {\n\t\t\t\t// Look for a unquoted value\n\t\t\t\tvar unquotedValue = $tw.utils.parseTokenRegExp(source,pos,reUnquotedAttribute);\n\t\t\t\tif(unquotedValue) {\n\t\t\t\t\tpos = unquotedValue.end;\n\t\t\t\t\tnode.type = \"string\";\n\t\t\t\t\tnode.value = unquotedValue.match[1];\n\t\t\t\t} else {\n\t\t\t\t\t// Look for a macro invocation value\n\t\t\t\t\tvar macroInvocation = $tw.utils.parseMacroInvocation(source,pos);\n\t\t\t\t\tif(macroInvocation) {\n\t\t\t\t\t\tpos = macroInvocation.end;\n\t\t\t\t\t\tnode.type = \"macro\";\n\t\t\t\t\t\tnode.value = macroInvocation;\n\t\t\t\t\t} else {\n\t\t\t\t\t\tnode.type = \"string\";\n\t\t\t\t\t\tnode.value = \"true\";\n\t\t\t\t\t}\n\t\t\t\t}\n\t\t\t}\n\t\t}\n\t} else {\n\t\tnode.type = \"string\";\n\t\tnode.value = \"true\";\n\t}\n\t// Update the end position\n\tnode.end = pos;\n\treturn node;\n};\n\n})();\n",
"title": "$:/core/modules/utils/parseutils.js",
"type": "application/javascript",
"module-type": "utils"
},
"$:/core/modules/parsers/textparser.js": {
"text": "/*\\\ntitle: $:/core/modules/parsers/textparser.js\ntype: application/javascript\nmodule-type: parser\n\nThe plain text parser processes blocks of source text into a degenerate parse tree consisting of a single text node\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nvar TextParser = function(type,text,options) {\n\tthis.tree = [{\n\t\ttype: \"codeblock\",\n\t\tattributes: {\n\t\t\tcode: {type: \"string\", value: text},\n\t\t\tlanguage: {type: \"string\", value: type}\n\t\t}\n\t}];\n};\n\nexports[\"text/plain\"] = TextParser;\nexports[\"text/x-tiddlywiki\"] = TextParser;\nexports[\"application/javascript\"] = TextParser;\nexports[\"application/json\"] = TextParser;\nexports[\"text/css\"] = TextParser;\nexports[\"application/x-tiddler-dictionary\"] = TextParser;\n\n})();\n\n",
"title": "$:/core/modules/parsers/textparser.js",
"type": "application/javascript",
"module-type": "parser"
},
"$:/core/modules/parsers/wikiparser/rules/codeblock.js": {
"text": "/*\\\ntitle: $:/core/modules/parsers/wikiparser/rules/codeblock.js\ntype: application/javascript\nmodule-type: wikirule\n\nWiki text rule for code blocks. For example:\n\n```\n\t```\n\tThis text will not be //wikified//\n\t```\n```\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nexports.name = \"codeblock\";\nexports.types = {block: true};\n\nexports.init = function(parser) {\n\tthis.parser = parser;\n\t// Regexp to match and get language if defined\n\tthis.matchRegExp = /```([\\w-]*)\\r?\\n/mg;\n};\n\nexports.parse = function() {\n\tvar reEnd = /(\\r?\\n```$)/mg;\n\t// Move past the match\n\tthis.parser.pos = this.matchRegExp.lastIndex;\n\n\t// Look for the end of the block\n\treEnd.lastIndex = this.parser.pos;\n\tvar match = reEnd.exec(this.parser.source),\n\t\ttext;\n\t// Process the block\n\tif(match) {\n\t\ttext = this.parser.source.substring(this.parser.pos,match.index);\n\t\tthis.parser.pos = match.index + match[0].length;\n\t} else {\n\t\ttext = this.parser.source.substr(this.parser.pos);\n\t\tthis.parser.pos = this.parser.sourceLength;\n\t}\n\t// Return the $codeblock widget\n\treturn [{\n\t\t\ttype: \"codeblock\",\n\t\t\tattributes: {\n\t\t\t\t\tcode: {type: \"string\", value: text},\n\t\t\t\t\tlanguage: {type: \"string\", value: this.match[1]}\n\t\t\t}\n\t}];\n};\n\n})();\n",
"title": "$:/core/modules/parsers/wikiparser/rules/codeblock.js",
"type": "application/javascript",
"module-type": "wikirule"
},
"$:/core/modules/parsers/wikiparser/rules/codeinline.js": {
"text": "/*\\\ntitle: $:/core/modules/parsers/wikiparser/rules/codeinline.js\ntype: application/javascript\nmodule-type: wikirule\n\nWiki text inline rule for code runs. For example:\n\n```\n\tThis is a `code run`.\n\tThis is another ``code run``\n```\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nexports.name = \"codeinline\";\nexports.types = {inline: true};\n\nexports.init = function(parser) {\n\tthis.parser = parser;\n\t// Regexp to match\n\tthis.matchRegExp = /(``?)/mg;\n};\n\nexports.parse = function() {\n\t// Move past the match\n\tthis.parser.pos = this.matchRegExp.lastIndex;\n\tvar reEnd = new RegExp(this.match[1], \"mg\");\n\t// Look for the end marker\n\treEnd.lastIndex = this.parser.pos;\n\tvar match = reEnd.exec(this.parser.source),\n\t\ttext;\n\t// Process the text\n\tif(match) {\n\t\ttext = this.parser.source.substring(this.parser.pos,match.index);\n\t\tthis.parser.pos = match.index + match[0].length;\n\t} else {\n\t\ttext = this.parser.source.substr(this.parser.pos);\n\t\tthis.parser.pos = this.parser.sourceLength;\n\t}\n\treturn [{\n\t\ttype: \"element\",\n\t\ttag: \"code\",\n\t\tchildren: [{\n\t\t\ttype: \"text\",\n\t\t\ttext: text\n\t\t}]\n\t}];\n};\n\n})();\n",
"title": "$:/core/modules/parsers/wikiparser/rules/codeinline.js",
"type": "application/javascript",
"module-type": "wikirule"
},
"$:/core/modules/parsers/wikiparser/rules/commentblock.js": {
"text": "/*\\\ntitle: $:/core/modules/parsers/wikiparser/rules/commentblock.js\ntype: application/javascript\nmodule-type: wikirule\n\nWiki text block rule for HTML comments. For example:\n\n```\n<!-- This is a comment -->\n```\n\nNote that the syntax for comments is simplified to an opening \"<!--\" sequence and a closing \"-->\" sequence -- HTML itself implements a more complex format (see http://ostermiller.org/findhtmlcomment.html)\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nexports.name = \"commentblock\";\nexports.types = {block: true};\n\nexports.init = function(parser) {\n\tthis.parser = parser;\n\tthis.matchRegExp = /\\<!--/mg;\n\tthis.endMatchRegExp = /--\\>/mg;\n};\n\nexports.findNextMatch = function(startPos) {\n\tthis.matchRegExp.lastIndex = startPos;\n\tthis.match = this.matchRegExp.exec(this.parser.source);\n\tif(this.match) {\n\t\tthis.endMatchRegExp.lastIndex = startPos + this.match[0].length;\n\t\tthis.endMatch = this.endMatchRegExp.exec(this.parser.source);\n\t\tif(this.endMatch) {\n\t\t\treturn this.match.index;\n\t\t}\n\t}\n\treturn undefined;\n};\n\nexports.parse = function() {\n\t// Move past the match\n\tthis.parser.pos = this.endMatchRegExp.lastIndex;\n\t// Don't return any elements\n\treturn [];\n};\n\n})();\n",
"title": "$:/core/modules/parsers/wikiparser/rules/commentblock.js",
"type": "application/javascript",
"module-type": "wikirule"
},
"$:/core/modules/parsers/wikiparser/rules/commentinline.js": {
"text": "/*\\\ntitle: $:/core/modules/parsers/wikiparser/rules/commentinline.js\ntype: application/javascript\nmodule-type: wikirule\n\nWiki text inline rule for HTML comments. For example:\n\n```\n<!-- This is a comment -->\n```\n\nNote that the syntax for comments is simplified to an opening \"<!--\" sequence and a closing \"-->\" sequence -- HTML itself implements a more complex format (see http://ostermiller.org/findhtmlcomment.html)\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nexports.name = \"commentinline\";\nexports.types = {inline: true};\n\nexports.init = function(parser) {\n\tthis.parser = parser;\n\tthis.matchRegExp = /\\<!--/mg;\n\tthis.endMatchRegExp = /--\\>/mg;\n};\n\nexports.findNextMatch = function(startPos) {\n\tthis.matchRegExp.lastIndex = startPos;\n\tthis.match = this.matchRegExp.exec(this.parser.source);\n\tif(this.match) {\n\t\tthis.endMatchRegExp.lastIndex = startPos + this.match[0].length;\n\t\tthis.endMatch = this.endMatchRegExp.exec(this.parser.source);\n\t\tif(this.endMatch) {\n\t\t\treturn this.match.index;\n\t\t}\n\t}\n\treturn undefined;\n};\n\nexports.parse = function() {\n\t// Move past the match\n\tthis.parser.pos = this.endMatchRegExp.lastIndex;\n\t// Don't return any elements\n\treturn [];\n};\n\n})();\n",
"title": "$:/core/modules/parsers/wikiparser/rules/commentinline.js",
"type": "application/javascript",
"module-type": "wikirule"
},
"$:/core/modules/parsers/wikiparser/rules/dash.js": {
"text": "/*\\\ntitle: $:/core/modules/parsers/wikiparser/rules/dash.js\ntype: application/javascript\nmodule-type: wikirule\n\nWiki text inline rule for dashes. For example:\n\n```\nThis is an en-dash: --\n\nThis is an em-dash: ---\n```\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nexports.name = \"dash\";\nexports.types = {inline: true};\n\nexports.init = function(parser) {\n\tthis.parser = parser;\n\t// Regexp to match\n\tthis.matchRegExp = /-{2,3}(?!-)/mg;\n};\n\nexports.parse = function() {\n\t// Move past the match\n\tthis.parser.pos = this.matchRegExp.lastIndex;\n\tvar dash = this.match[0].length === 2 ? \"–\" : \"—\";\n\treturn [{\n\t\ttype: \"entity\",\n\t\tentity: dash\n\t}];\n};\n\n})();\n",
"title": "$:/core/modules/parsers/wikiparser/rules/dash.js",
"type": "application/javascript",
"module-type": "wikirule"
},
"$:/core/modules/parsers/wikiparser/rules/emphasis.js": {
"text": "/*\\\ntitle: $:/core/modules/parsers/wikiparser/rules/emphasis.js\ntype: application/javascript\nmodule-type: wikirule\n\nWiki text inline rule for emphasis. For example:\n\n```\n\tThis is ''bold'' text\n\n\tThis is //italic// text\n\n\tThis is __underlined__ text\n\n\tThis is ^^superscript^^ text\n\n\tThis is ,,subscript,, text\n\n\tThis is ~~strikethrough~~ text\n```\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nexports.name = \"emphasis\";\nexports.types = {inline: true};\n\nexports.init = function(parser) {\n\tthis.parser = parser;\n\t// Regexp to match\n\tthis.matchRegExp = /''|\\/\\/|__|\\^\\^|,,|~~/mg;\n};\n\nexports.parse = function() {\n\t// Move past the match\n\tthis.parser.pos = this.matchRegExp.lastIndex;\n\t// Figure out which element and closing regexp to use\n\tvar tag,reEnd;\n\tswitch(this.match[0]) {\n\t\tcase \"''\": // Bold\n\t\t\ttag = \"strong\";\n\t\t\treEnd = /''/mg;\n\t\t\tbreak;\n\t\tcase \"//\": // Italics\n\t\t\ttag = \"em\";\n\t\t\treEnd = /\\/\\//mg;\n\t\t\tbreak;\n\t\tcase \"__\": // Underline\n\t\t\ttag = \"u\";\n\t\t\treEnd = /__/mg;\n\t\t\tbreak;\n\t\tcase \"^^\": // Superscript\n\t\t\ttag = \"sup\";\n\t\t\treEnd = /\\^\\^/mg;\n\t\t\tbreak;\n\t\tcase \",,\": // Subscript\n\t\t\ttag = \"sub\";\n\t\t\treEnd = /,,/mg;\n\t\t\tbreak;\n\t\tcase \"~~\": // Strikethrough\n\t\t\ttag = \"strike\";\n\t\t\treEnd = /~~/mg;\n\t\t\tbreak;\n\t}\n\t// Parse the run including the terminator\n\tvar tree = this.parser.parseInlineRun(reEnd,{eatTerminator: true});\n\t// Return the classed span\n\treturn [{\n\t\ttype: \"element\",\n\t\ttag: tag,\n\t\tchildren: tree\n\t}];\n};\n\n})();\n",
"title": "$:/core/modules/parsers/wikiparser/rules/emphasis.js",
"type": "application/javascript",
"module-type": "wikirule"
},
"$:/core/modules/parsers/wikiparser/rules/entity.js": {
"text": "/*\\\ntitle: $:/core/modules/parsers/wikiparser/rules/entity.js\ntype: application/javascript\nmodule-type: wikirule\n\nWiki text inline rule for HTML entities. For example:\n\n```\n\tThis is a copyright symbol: ©\n```\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nexports.name = \"entity\";\nexports.types = {inline: true};\n\nexports.init = function(parser) {\n\tthis.parser = parser;\n\t// Regexp to match\n\tthis.matchRegExp = /(&#?[a-zA-Z0-9]{2,8};)/mg;\n};\n\n/*\nParse the most recent match\n*/\nexports.parse = function() {\n\t// Get all the details of the match\n\tvar entityString = this.match[1];\n\t// Move past the macro call\n\tthis.parser.pos = this.matchRegExp.lastIndex;\n\t// Return the entity\n\treturn [{type: \"entity\", entity: this.match[0]}];\n};\n\n})();\n",
"title": "$:/core/modules/parsers/wikiparser/rules/entity.js",
"type": "application/javascript",
"module-type": "wikirule"
},
"$:/core/modules/parsers/wikiparser/rules/extlink.js": {
"text": "/*\\\ntitle: $:/core/modules/parsers/wikiparser/rules/extlink.js\ntype: application/javascript\nmodule-type: wikirule\n\nWiki text inline rule for external links. For example:\n\n```\nAn external link: http://www.tiddlywiki.com/\n\nA suppressed external link: ~http://www.tiddlyspace.com/\n```\n\nExternal links can be suppressed by preceding them with `~`.\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nexports.name = \"extlink\";\nexports.types = {inline: true};\n\nexports.init = function(parser) {\n\tthis.parser = parser;\n\t// Regexp to match\n\tthis.matchRegExp = /~?(?:file|http|https|mailto|ftp|irc|news|data|skype):[^\\s<>{}\\[\\]`|'\"\\\\^~]+(?:\\/|\\b)/mg;\n};\n\nexports.parse = function() {\n\t// Move past the match\n\tthis.parser.pos = this.matchRegExp.lastIndex;\n\t// Create the link unless it is suppressed\n\tif(this.match[0].substr(0,1) === \"~\") {\n\t\treturn [{type: \"text\", text: this.match[0].substr(1)}];\n\t} else {\n\t\treturn [{\n\t\t\ttype: \"element\",\n\t\t\ttag: \"a\",\n\t\t\tattributes: {\n\t\t\t\thref: {type: \"string\", value: this.match[0]},\n\t\t\t\t\"class\": {type: \"string\", value: \"tw-tiddlylink-external\"},\n\t\t\t\ttarget: {type: \"string\", value: \"_blank\"}\n\t\t\t},\n\t\t\tchildren: [{\n\t\t\t\ttype: \"text\", text: this.match[0]\n\t\t\t}]\n\t\t}];\n\t}\n};\n\n})();\n",
"title": "$:/core/modules/parsers/wikiparser/rules/extlink.js",
"type": "application/javascript",
"module-type": "wikirule"
},
"$:/core/modules/parsers/wikiparser/rules/filteredtranscludeblock.js": {
"text": "/*\\\ntitle: $:/core/modules/parsers/wikiparser/rules/filteredtranscludeblock.js\ntype: application/javascript\nmodule-type: wikirule\n\nWiki text rule for block-level filtered transclusion. For example:\n\n```\n{{{ [tag[docs]] }}}\n{{{ [tag[docs]] |tooltip}}}\n{{{ [tag[docs]] ||TemplateTitle}}}\n{{{ [tag[docs]] |tooltip||TemplateTitle}}}\n{{{ [tag[docs]] }}width:40;height:50;}.class.class\n```\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nexports.name = \"filteredtranscludeblock\";\nexports.types = {block: true};\n\nexports.init = function(parser) {\n\tthis.parser = parser;\n\t// Regexp to match\n\tthis.matchRegExp = /\\{\\{\\{([^\\|]+?)(?:\\|([^\\|\\{\\}]+))?(?:\\|\\|([^\\|\\{\\}]+))?\\}\\}([^\\}]*)\\}(?:\\.(\\S+))?(?:\\r?\\n|$)/mg;\n};\n\nexports.parse = function() {\n\t// Move past the match\n\tthis.parser.pos = this.matchRegExp.lastIndex;\n\t// Get the match details\n\tvar filter = this.match[1],\n\t\ttooltip = this.match[2],\n\t\ttemplate = $tw.utils.trim(this.match[3]),\n\t\tstyle = this.match[4],\n\t\tclasses = this.match[5];\n\t// Return the list widget\n\tvar node = {\n\t\ttype: \"list\",\n\t\tattributes: {\n\t\t\tfilter: {type: \"string\", value: filter}\n\t\t},\n\t\tisBlock: true\n\t};\n\tif(tooltip) {\n\t\tnode.attributes.tooltip = {type: \"string\", value: tooltip};\n\t}\n\tif(template) {\n\t\tnode.attributes.template = {type: \"string\", value: template};\n\t}\n\tif(style) {\n\t\tnode.attributes.style = {type: \"string\", value: style};\n\t}\n\tif(classes) {\n\t\tnode.attributes[\"itemClass\"] = {type: \"string\", value: classes.split(\".\").join(\" \")};\n\t}\n\treturn [node];\n};\n\n})();\n",
"title": "$:/core/modules/parsers/wikiparser/rules/filteredtranscludeblock.js",
"type": "application/javascript",
"module-type": "wikirule"
},
"$:/core/modules/parsers/wikiparser/rules/filteredtranscludeinline.js": {
"text": "/*\\\ntitle: $:/core/modules/parsers/wikiparser/rules/filteredtranscludeinline.js\ntype: application/javascript\nmodule-type: wikirule\n\nWiki text rule for inline filtered transclusion. For example:\n\n```\n{{{ [tag[docs]] }}}\n{{{ [tag[docs]] |tooltip}}}\n{{{ [tag[docs]] ||TemplateTitle}}}\n{{{ [tag[docs]] |tooltip||TemplateTitle}}}\n{{{ [tag[docs]] }}width:40;height:50;}.class.class\n```\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nexports.name = \"filteredtranscludeinline\";\nexports.types = {inline: true};\n\nexports.init = function(parser) {\n\tthis.parser = parser;\n\t// Regexp to match\n\tthis.matchRegExp = /\\{\\{\\{([^\\|]+?)(?:\\|([^\\|\\{\\}]+))?(?:\\|\\|([^\\|\\{\\}]+))?\\}\\}([^\\}]*)\\}(?:\\.(\\S+))?/mg;\n};\n\nexports.parse = function() {\n\t// Move past the match\n\tthis.parser.pos = this.matchRegExp.lastIndex;\n\t// Get the match details\n\tvar filter = this.match[1],\n\t\ttooltip = this.match[2],\n\t\ttemplate = $tw.utils.trim(this.match[3]),\n\t\tstyle = this.match[4],\n\t\tclasses = this.match[5];\n\t// Return the list widget\n\tvar node = {\n\t\ttype: \"list\",\n\t\tattributes: {\n\t\t\tfilter: {type: \"string\", value: filter}\n\t\t}\n\t};\n\tif(tooltip) {\n\t\tnode.attributes.tooltip = {type: \"string\", value: tooltip};\n\t}\n\tif(template) {\n\t\tnode.attributes.template = {type: \"string\", value: template};\n\t}\n\tif(style) {\n\t\tnode.attributes.style = {type: \"string\", value: style};\n\t}\n\tif(classes) {\n\t\tnode.attributes[\"itemClass\"] = {type: \"string\", value: classes.split(\".\").join(\" \")};\n\t}\n\treturn [node];\n};\n\n})();\n",
"title": "$:/core/modules/parsers/wikiparser/rules/filteredtranscludeinline.js",
"type": "application/javascript",
"module-type": "wikirule"
},
"$:/core/modules/parsers/wikiparser/rules/hardlinebreaks.js": {
"text": "/*\\\ntitle: $:/core/modules/parsers/wikiparser/rules/hardlinebreaks.js\ntype: application/javascript\nmodule-type: wikirule\n\nWiki text inline rule for marking areas with hard line breaks. For example:\n\n```\n\"\"\"\nThis is some text\nThat is set like\nIt is a Poem\nWhen it is\nClearly\nNot\n\"\"\"\n```\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nexports.name = \"hardlinebreaks\";\nexports.types = {inline: true};\n\nexports.init = function(parser) {\n\tthis.parser = parser;\n\t// Regexp to match\n\tthis.matchRegExp = /\"\"\"(?:\\r?\\n)?/mg;\n};\n\nexports.parse = function() {\n\tvar reEnd = /(\"\"\")|(\\r?\\n)/mg,\n\t\ttree = [];\n\t// Move past the match\n\tthis.parser.pos = this.matchRegExp.lastIndex;\n\tdo {\n\t\t// Parse the run up to the terminator\n\t\ttree.push.apply(tree,this.parser.parseInlineRun(reEnd,{eatTerminator: false}));\n\t\t// Redo the terminator match\n\t\treEnd.lastIndex = this.parser.pos;\n\t\tvar match = reEnd.exec(this.parser.source);\n\t\tif(match) {\n\t\t\tthis.parser.pos = reEnd.lastIndex;\n\t\t\t// Add a line break if the terminator was a line break\n\t\t\tif(match[2]) {\n\t\t\t\ttree.push({type: \"element\", tag: \"br\"});\n\t\t\t}\n\t\t}\n\t} while(match && !match[1]);\n\t// Return the nodes\n\treturn tree;\n};\n\n})();\n",
"title": "$:/core/modules/parsers/wikiparser/rules/hardlinebreaks.js",
"type": "application/javascript",
"module-type": "wikirule"
},
"$:/core/modules/parsers/wikiparser/rules/heading.js": {
"text": "/*\\\ntitle: $:/core/modules/parsers/wikiparser/rules/heading.js\ntype: application/javascript\nmodule-type: wikirule\n\nWiki text block rule for headings\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nexports.name = \"heading\";\nexports.types = {block: true};\n\nexports.init = function(parser) {\n\tthis.parser = parser;\n\t// Regexp to match\n\tthis.matchRegExp = /(!{1,6})/mg;\n};\n\n/*\nParse the most recent match\n*/\nexports.parse = function() {\n\t// Get all the details of the match\n\tvar headingLevel = this.match[1].length;\n\t// Move past the !s\n\tthis.parser.pos = this.matchRegExp.lastIndex;\n\t// Parse any classes, whitespace and then the heading itself\n\tvar classes = this.parser.parseClasses();\n\tthis.parser.skipWhitespace({treatNewlinesAsNonWhitespace: true});\n\tvar tree = this.parser.parseInlineRun(/(\\r?\\n)/mg);\n\t// Return the heading\n\treturn [{\n\t\ttype: \"element\",\n\t\ttag: \"h\" + headingLevel, \n\t\tattributes: {\n\t\t\t\"class\": {type: \"string\", value: classes.join(\" \")}\n\t\t},\n\t\tchildren: tree\n\t}];\n};\n})();\n",
"title": "$:/core/modules/parsers/wikiparser/rules/heading.js",
"type": "application/javascript",
"module-type": "wikirule"
},
"$:/core/modules/parsers/wikiparser/rules/horizrule.js": {
"text": "/*\\\ntitle: $:/core/modules/parsers/wikiparser/rules/horizrule.js\ntype: application/javascript\nmodule-type: wikirule\n\nWiki text block rule for rules. For example:\n\n```\n---\n```\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nexports.name = \"horizrule\";\nexports.types = {block: true};\n\nexports.init = function(parser) {\n\tthis.parser = parser;\n\t// Regexp to match\n\tthis.matchRegExp = /-{3,}\\r?(?:\\n|$)/mg;\n};\n\nexports.parse = function() {\n\t// Move past the match\n\tthis.parser.pos = this.matchRegExp.lastIndex;\n\treturn [{type: \"element\", tag: \"hr\"}];\n};\n\n})();\n",
"title": "$:/core/modules/parsers/wikiparser/rules/horizrule.js",
"type": "application/javascript",
"module-type": "wikirule"
},
"$:/core/modules/parsers/wikiparser/rules/html.js": {
"text": "/*\\\ntitle: $:/core/modules/parsers/wikiparser/rules/html.js\ntype: application/javascript\nmodule-type: wikirule\n\nWiki rule for HTML elements and widgets. For example:\n\n{{{\n<aside>\nThis is an HTML5 aside element\n</aside>\n\n<$slider target=\"MyTiddler\">\nThis is a widget invocation\n</$slider>\n\n}}}\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nexports.name = \"html\";\nexports.types = {inline: true, block: true};\n\nexports.init = function(parser) {\n\tthis.parser = parser;\n};\n\nexports.findNextMatch = function(startPos) {\n\t// Find the next tag\n\tthis.nextTag = this.findNextTag(this.parser.source,startPos,{\n\t\trequireLineBreak: this.is.block\n\t});\n\treturn this.nextTag ? this.nextTag.start : undefined;\n};\n\n/*\nParse the most recent match\n*/\nexports.parse = function() {\n\t// Retrieve the most recent match so that recursive calls don't overwrite it\n\tvar tag = this.nextTag;\n\tthis.nextTag = null;\n\t// Advance the parser position to past the tag\n\tthis.parser.pos = tag.end;\n\t// Check for an immediately following double linebreak\n\tvar hasLineBreak = !tag.isSelfClosing && !!$tw.utils.parseTokenRegExp(this.parser.source,this.parser.pos,/([^\\S\\n]*\\r?\\n(?:[^\\S\\n]*\\r?\\n|$))/g);\n\t// Set whether we're in block mode\n\ttag.isBlock = this.is.block || hasLineBreak;\n\t// Parse the body if we need to\n\tif(!tag.isSelfClosing && $tw.config.htmlVoidElements.indexOf(tag.tag) === -1) {\n\t\t\tvar reEndString = \"</\" + $tw.utils.escapeRegExp(tag.tag) + \">\",\n\t\t\t\treEnd = new RegExp(\"(\" + reEndString + \")\",\"mg\");\n\t\tif(hasLineBreak) {\n\t\t\ttag.children = this.parser.parseBlocks(reEndString);\n\t\t} else {\n\t\t\ttag.children = this.parser.parseInlineRun(reEnd);\n\t\t}\n\t\treEnd.lastIndex = this.parser.pos;\n\t\tvar endMatch = reEnd.exec(this.parser.source);\n\t\tif(endMatch && endMatch.index === this.parser.pos) {\n\t\t\tthis.parser.pos = endMatch.index + endMatch[0].length;\n\t\t}\n\t}\n\t// Return the tag\n\treturn [tag];\n};\n\n/*\nLook for an HTML tag. Returns null if not found, otherwise returns {type: \"element\", name:, attributes: [], isSelfClosing:, start:, end:,}\n*/\nexports.parseTag = function(source,pos,options) {\n\toptions = options || {};\n\tvar token,\n\t\tnode = {\n\t\t\ttype: \"element\",\n\t\t\tstart: pos,\n\t\t\tattributes: {}\n\t\t};\n\t// Define our regexps\n\tvar reTagName = /([a-zA-Z0-9\\-\\$]+)/g;\n\t// Skip whitespace\n\tpos = $tw.utils.skipWhiteSpace(source,pos);\n\t// Look for a less than sign\n\ttoken = $tw.utils.parseTokenString(source,pos,\"<\");\n\tif(!token) {\n\t\treturn null;\n\t}\n\tpos = token.end;\n\t// Get the tag name\n\ttoken = $tw.utils.parseTokenRegExp(source,pos,reTagName);\n\tif(!token) {\n\t\treturn null;\n\t}\n\tnode.tag = token.match[1];\n\tif(node.tag.charAt(0) === \"$\") {\n\t\tnode.type = node.tag.substr(1);\n\t}\n\tpos = token.end;\n\t// Process attributes\n\tvar attribute = $tw.utils.parseAttribute(source,pos);\n\twhile(attribute) {\n\t\tnode.attributes[attribute.name] = attribute;\n\t\tpos = attribute.end;\n\t\t// Get the next attribute\n\t\tattribute = $tw.utils.parseAttribute(source,pos);\n\t}\n\t// Skip whitespace\n\tpos = $tw.utils.skipWhiteSpace(source,pos);\n\t// Look for a closing slash\n\ttoken = $tw.utils.parseTokenString(source,pos,\"/\");\n\tif(token) {\n\t\tpos = token.end;\n\t\tnode.isSelfClosing = true;\n\t}\n\t// Look for a greater than sign\n\ttoken = $tw.utils.parseTokenString(source,pos,\">\");\n\tif(!token) {\n\t\treturn null;\n\t}\n\tpos = token.end;\n\t// Check for a required line break\n\tif(options.requireLineBreak) {\n\t\ttoken = $tw.utils.parseTokenRegExp(source,pos,/([^\\S\\n]*\\r?\\n(?:[^\\S\\n]*\\r?\\n|$))/g);\n\t\tif(!token) {\n\t\t\treturn null;\n\t\t}\n\t}\n\t// Update the end position\n\tnode.end = pos;\n\treturn node;\n};\n\nexports.findNextTag = function(source,pos,options) {\n\t// A regexp for finding candidate HTML tags\n\tvar reLookahead = /<([a-zA-Z\\-\\$]+)/g;\n\t// Find the next candidate\n\treLookahead.lastIndex = pos;\n\tvar match = reLookahead.exec(source);\n\twhile(match) {\n\t\t// Try to parse the candidate as a tag\n\t\tvar tag = this.parseTag(source,match.index,options);\n\t\t// Return success\n\t\tif(tag && this.isLegalTag(tag)) {\n\t\t\treturn tag;\n\t\t}\n\t\t// Look for the next match\n\t\treLookahead.lastIndex = match.index + 1;\n\t\tmatch = reLookahead.exec(source);\n\t}\n\t// Failed\n\treturn null;\n};\n\nexports.isLegalTag = function(tag) {\n\t// Widgets are always OK\n\tif(tag.type !== \"element\") {\n\t\treturn true;\n\t// If it's an HTML tag that starts with a dash then it's not legal\n\t} else if(tag.tag.charAt(0) === \"-\") {\n\t\treturn false;\n\t} else {\n\t\t// Otherwise it's OK\n\t\treturn true;\n\t}\n};\n\n})();\n",
"title": "$:/core/modules/parsers/wikiparser/rules/html.js",
"type": "application/javascript",
"module-type": "wikirule"
},
"$:/core/modules/parsers/wikiparser/rules/image.js": {
"text": "/*\\\ntitle: $:/core/modules/parsers/wikiparser/rules/image.js\ntype: application/javascript\nmodule-type: wikirule\n\nWiki text inline rule for embedding images. For example:\n\n```\n[img[http://tiddlywiki.com/fractalveg.jpg]]\n[img width=23 height=24 [http://tiddlywiki.com/fractalveg.jpg]]\n[img width={{!!width}} height={{!!height}} [http://tiddlywiki.com/fractalveg.jpg]]\n[img[Description of image|http://tiddlywiki.com/fractalveg.jpg]]\n[img[TiddlerTitle]]\n[img[Description of image|TiddlerTitle]]\n```\n\nGenerates the `<$image>` widget.\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nexports.name = \"image\";\nexports.types = {inline: true};\n\nexports.init = function(parser) {\n\tthis.parser = parser;\n};\n\nexports.findNextMatch = function(startPos) {\n\t// Find the next tag\n\tthis.nextImage = this.findNextImage(this.parser.source,startPos);\n\treturn this.nextImage ? this.nextImage.start : undefined;\n};\n\nexports.parse = function() {\n\t// Move past the match\n\tthis.parser.pos = this.nextImage.end;\n\tvar node = {\n\t\ttype: \"image\",\n\t\tattributes: this.nextImage.attributes\n\t};\n\treturn [node];\n};\n\n/*\nFind the next image from the current position\n*/\nexports.findNextImage = function(source,pos) {\n\t// A regexp for finding candidate HTML tags\n\tvar reLookahead = /(\\[img)/g;\n\t// Find the next candidate\n\treLookahead.lastIndex = pos;\n\tvar match = reLookahead.exec(source);\n\twhile(match) {\n\t\t// Try to parse the candidate as a tag\n\t\tvar tag = this.parseImage(source,match.index);\n\t\t// Return success\n\t\tif(tag) {\n\t\t\treturn tag;\n\t\t}\n\t\t// Look for the next match\n\t\treLookahead.lastIndex = match.index + 1;\n\t\tmatch = reLookahead.exec(source);\n\t}\n\t// Failed\n\treturn null;\n};\n\n/*\nLook for an image at the specified position. Returns null if not found, otherwise returns {type: \"image\", attributes: [], isSelfClosing:, start:, end:,}\n*/\nexports.parseImage = function(source,pos) {\n\tvar token,\n\t\tnode = {\n\t\t\ttype: \"image\",\n\t\t\tstart: pos,\n\t\t\tattributes: {}\n\t\t};\n\t// Skip whitespace\n\tpos = $tw.utils.skipWhiteSpace(source,pos);\n\t// Look for the `[img`\n\ttoken = $tw.utils.parseTokenString(source,pos,\"[img\");\n\tif(!token) {\n\t\treturn null;\n\t}\n\tpos = token.end;\n\t// Skip whitespace\n\tpos = $tw.utils.skipWhiteSpace(source,pos);\n\t// Process attributes\n\tif(source.charAt(pos) !== \"[\") {\n\t\tvar attribute = $tw.utils.parseAttribute(source,pos);\n\t\twhile(attribute) {\n\t\t\tnode.attributes[attribute.name] = attribute;\n\t\t\tpos = attribute.end;\n\t\t\tpos = $tw.utils.skipWhiteSpace(source,pos);\n\t\t\tif(source.charAt(pos) !== \"[\") {\n\t\t\t\t// Get the next attribute\n\t\t\t\tattribute = $tw.utils.parseAttribute(source,pos);\n\t\t\t} else {\n\t\t\t\tattribute = null;\n\t\t\t}\n\t\t}\n\t}\n\t// Skip whitespace\n\tpos = $tw.utils.skipWhiteSpace(source,pos);\n\t// Look for the `[` after the attributes\n\ttoken = $tw.utils.parseTokenString(source,pos,\"[\");\n\tif(!token) {\n\t\treturn null;\n\t}\n\tpos = token.end;\n\t// Skip whitespace\n\tpos = $tw.utils.skipWhiteSpace(source,pos);\n\t// Get the source up to the terminating `]]`\n\ttoken = $tw.utils.parseTokenRegExp(source,pos,/(?:([^|\\]]*?)\\|)?([^\\]]+?)\\]\\]/g);\n\tif(!token) {\n\t\treturn null;\n\t}\n\tpos = token.end;\n\tif(token.match[1]) {\n\t\tnode.attributes.tooltip = {type: \"string\", value: token.match[1].trim()};\n\t}\n\tnode.attributes.source = {type: \"string\", value: (token.match[2] || \"\").trim()};\n\t// Update the end position\n\tnode.end = pos;\n\treturn node;\n};\n\n})();\n",
"title": "$:/core/modules/parsers/wikiparser/rules/image.js",
"type": "application/javascript",
"module-type": "wikirule"
},
"$:/core/modules/parsers/wikiparser/rules/list.js": {
"text": "/*\\\ntitle: $:/core/modules/parsers/wikiparser/rules/list.js\ntype: application/javascript\nmodule-type: wikirule\n\nWiki text block rule for lists. For example:\n\n```\n* This is an unordered list\n* It has two items\n\n# This is a numbered list\n## With a subitem\n# And a third item\n\n; This is a term that is being defined\n: This is the definition of that term\n```\n\nNote that lists can be nested arbitrarily:\n\n```\n#** One\n#* Two\n#** Three\n#**** Four\n#**# Five\n#**## Six\n## Seven\n### Eight\n## Nine\n```\n\nA CSS class can be applied to a list item as follows:\n\n```\n* List item one\n*.active List item two has the class `active`\n* List item three\n```\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nexports.name = \"list\";\nexports.types = {block: true};\n\nexports.init = function(parser) {\n\tthis.parser = parser;\n\t// Regexp to match\n\tthis.matchRegExp = /([\\*#;:>]+)/mg;\n};\n\nvar listTypes = {\n\t\"*\": {listTag: \"ul\", itemTag: \"li\"},\n\t\"#\": {listTag: \"ol\", itemTag: \"li\"},\n\t\";\": {listTag: \"dl\", itemTag: \"dt\"},\n\t\":\": {listTag: \"dl\", itemTag: \"dd\"},\n\t\">\": {listTag: \"blockquote\", itemTag: \"p\"}\n};\n\n/*\nParse the most recent match\n*/\nexports.parse = function() {\n\t// Array of parse tree nodes for the previous row of the list\n\tvar listStack = [];\n\t// Cycle through the items in the list\n\twhile(true) {\n\t\t// Match the list marker\n\t\tvar reMatch = /([\\*#;:>]+)/mg;\n\t\treMatch.lastIndex = this.parser.pos;\n\t\tvar match = reMatch.exec(this.parser.source);\n\t\tif(!match || match.index !== this.parser.pos) {\n\t\t\tbreak;\n\t\t}\n\t\t// Check whether the list type of the top level matches\n\t\tvar listInfo = listTypes[match[0].charAt(0)];\n\t\tif(listStack.length > 0 && listStack[0].tag !== listInfo.listTag) {\n\t\t\tbreak;\n\t\t}\n\t\t// Move past the list marker\n\t\tthis.parser.pos = match.index + match[0].length;\n\t\t// Walk through the list markers for the current row\n\t\tfor(var t=0; t<match[0].length; t++) {\n\t\t\tlistInfo = listTypes[match[0].charAt(t)];\n\t\t\t// Remove any stacked up element if we can't re-use it because the list type doesn't match\n\t\t\tif(listStack.length > t && listStack[t].tag !== listInfo.listTag) {\n\t\t\t\tlistStack.splice(t,listStack.length - t);\n\t\t\t}\n\t\t\t// Construct the list element or reuse the previous one at this level\n\t\t\tif(listStack.length <= t) {\n\t\t\t\tvar listElement = {type: \"element\", tag: listInfo.listTag, children: [\n\t\t\t\t\t{type: \"element\", tag: listInfo.itemTag, children: []}\n\t\t\t\t]};\n\t\t\t\t// Link this list element into the last child item of the parent list item\n\t\t\t\tif(t) {\n\t\t\t\t\tvar prevListItem = listStack[t-1].children[listStack[t-1].children.length-1];\n\t\t\t\t\tprevListItem.children.push(listElement);\n\t\t\t\t}\n\t\t\t\t// Save this element in the stack\n\t\t\t\tlistStack[t] = listElement;\n\t\t\t} else if(t === (match[0].length - 1)) {\n\t\t\t\tlistStack[t].children.push({type: \"element\", tag: listInfo.itemTag, children: []});\n\t\t\t}\n\t\t}\n\t\tif(listStack.length > match[0].length) {\n\t\t\tlistStack.splice(match[0].length,listStack.length - match[0].length);\n\t\t}\n\t\t// Process the body of the list item into the last list item\n\t\tvar lastListChildren = listStack[listStack.length-1].children,\n\t\t\tlastListItem = lastListChildren[lastListChildren.length-1],\n\t\t\tclasses = this.parser.parseClasses();\n\t\tthis.parser.skipWhitespace({treatNewlinesAsNonWhitespace: true});\n\t\tvar tree = this.parser.parseInlineRun(/(\\r?\\n)/mg);\n\t\tlastListItem.children.push.apply(lastListItem.children,tree);\n\t\tif(classes.length > 0) {\n\t\t\t$tw.utils.addClassToParseTreeNode(lastListItem,classes.join(\" \"));\n\t\t}\n\t\t// Consume any whitespace following the list item\n\t\tthis.parser.skipWhitespace();\n\t}\n\t// Return the root element of the list\n\treturn [listStack[0]];\n};\n\n})();\n",
"title": "$:/core/modules/parsers/wikiparser/rules/list.js",
"type": "application/javascript",
"module-type": "wikirule"
},
"$:/core/modules/parsers/wikiparser/rules/macrocallblock.js": {
"text": "/*\\\ntitle: $:/core/modules/parsers/wikiparser/rules/macrocallblock.js\ntype: application/javascript\nmodule-type: wikirule\n\nWiki rule for block macro calls\n\n```\n<<name value value2>>\n```\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nexports.name = \"macrocallblock\";\nexports.types = {block: true};\n\nexports.init = function(parser) {\n\tthis.parser = parser;\n\t// Regexp to match\n\tthis.matchRegExp = /<<([^>\\s]+)(?:\\s*)((?:[^>]|(?:>(?!>)))*?)>>(?:\\r?\\n|$)/mg;\n};\n\n/*\nParse the most recent match\n*/\nexports.parse = function() {\n\t// Get all the details of the match\n\tvar macroName = this.match[1],\n\t\tparamString = this.match[2];\n\t// Move past the macro call\n\tthis.parser.pos = this.matchRegExp.lastIndex;\n\tvar params = [],\n\t\treParam = /\\s*(?:([A-Za-z0-9\\-_]+)\\s*:)?(?:\\s*(?:\"\"\"([\\s\\S]*?)\"\"\"|\"([^\"]*)\"|'([^']*)'|\\[\\[([^\\]]*)\\]\\]|([^\"'\\s]+)))/mg,\n\t\tparamMatch = reParam.exec(paramString);\n\twhile(paramMatch) {\n\t\t// Process this parameter\n\t\tvar paramInfo = {\n\t\t\tvalue: paramMatch[2] || paramMatch[3] || paramMatch[4] || paramMatch[5] || paramMatch[6]\n\t\t};\n\t\tif(paramMatch[1]) {\n\t\t\tparamInfo.name = paramMatch[1];\n\t\t}\n\t\tparams.push(paramInfo);\n\t\t// Find the next match\n\t\tparamMatch = reParam.exec(paramString);\n\t}\n\treturn [{\n\t\ttype: \"macrocall\",\n\t\tname: macroName,\n\t\tparams: params,\n\t\tisBlock: true\n\t}];\n};\n\n})();\n",
"title": "$:/core/modules/parsers/wikiparser/rules/macrocallblock.js",
"type": "application/javascript",
"module-type": "wikirule"
},
"$:/core/modules/parsers/wikiparser/rules/macrocallinline.js": {
"text": "/*\\\ntitle: $:/core/modules/parsers/wikiparser/rules/macrocallinline.js\ntype: application/javascript\nmodule-type: wikirule\n\nWiki rule for macro calls\n\n```\n<<name value value2>>\n```\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nexports.name = \"macrocallinline\";\nexports.types = {inline: true};\n\nexports.init = function(parser) {\n\tthis.parser = parser;\n\t// Regexp to match\n\tthis.matchRegExp = /<<([^\\s>]+)\\s*([\\s\\S]*?)>>/mg;\n};\n\n/*\nParse the most recent match\n*/\nexports.parse = function() {\n\t// Get all the details of the match\n\tvar macroName = this.match[1],\n\t\tparamString = this.match[2];\n\t// Move past the macro call\n\tthis.parser.pos = this.matchRegExp.lastIndex;\n\tvar params = [],\n\t\treParam = /\\s*(?:([A-Za-z0-9\\-_]+)\\s*:)?(?:\\s*(?:\"\"\"([\\s\\S]*?)\"\"\"|\"([^\"]*)\"|'([^']*)'|\\[\\[([^\\]]*)\\]\\]|([^\"'\\s]+)))/mg,\n\t\tparamMatch = reParam.exec(paramString);\n\twhile(paramMatch) {\n\t\t// Process this parameter\n\t\tvar paramInfo = {\n\t\t\tvalue: paramMatch[2] || paramMatch[3] || paramMatch[4] || paramMatch[5]|| paramMatch[6]\n\t\t};\n\t\tif(paramMatch[1]) {\n\t\t\tparamInfo.name = paramMatch[1];\n\t\t}\n\t\tparams.push(paramInfo);\n\t\t// Find the next match\n\t\tparamMatch = reParam.exec(paramString);\n\t}\n\treturn [{\n\t\ttype: \"macrocall\",\n\t\tname: macroName,\n\t\tparams: params\n\t}];\n};\n\n})();\n",
"title": "$:/core/modules/parsers/wikiparser/rules/macrocallinline.js",
"type": "application/javascript",
"module-type": "wikirule"
},
"$:/core/modules/parsers/wikiparser/rules/macrodef.js": {
"text": "/*\\\ntitle: $:/core/modules/parsers/wikiparser/rules/macrodef.js\ntype: application/javascript\nmodule-type: wikirule\n\nWiki pragma rule for macro definitions\n\n```\n\\define name(param:defaultvalue,param2:defaultvalue)\ndefinition text, including $param$ markers\n\\end\n```\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nexports.name = \"macrodef\";\nexports.types = {pragma: true};\n\n/*\nInstantiate parse rule\n*/\nexports.init = function(parser) {\n\tthis.parser = parser;\n\t// Regexp to match\n\tthis.matchRegExp = /^\\\\define\\s+([^(\\s]+)\\(\\s*([^)]*)\\)(\\r?\\n)?/mg;\n};\n\n/*\nParse the most recent match\n*/\nexports.parse = function() {\n\t// Move past the macro name and parameters\n\tthis.parser.pos = this.matchRegExp.lastIndex;\n\t// Parse the parameters\n\tvar paramString = this.match[2],\n\t\tparams = [];\n\tif(paramString !== \"\") {\n\t\tvar reParam = /\\s*([A-Za-z0-9\\-_]+)(?:\\s*:\\s*(?:\"\"\"([\\s\\S]*?)\"\"\"|\"([^\"]*)\"|'([^']*)'|\\[\\[([^\\]]*)\\]\\]|([^\"'\\s]+)))?/mg,\n\t\t\tparamMatch = reParam.exec(paramString);\n\t\twhile(paramMatch) {\n\t\t\t// Save the parameter details\n\t\t\tvar paramInfo = {name: paramMatch[1]},\n\t\t\t\tdefaultValue = paramMatch[2] || paramMatch[3] || paramMatch[4] || paramMatch[5] || paramMatch[6];\n\t\t\tif(defaultValue) {\n\t\t\t\tparamInfo[\"default\"] = defaultValue;\n\t\t\t}\n\t\t\tparams.push(paramInfo);\n\t\t\t// Look for the next parameter\n\t\t\tparamMatch = reParam.exec(paramString);\n\t\t}\n\t}\n\t// Is this a multiline definition?\n\tvar reEnd;\n\tif(this.match[3]) {\n\t\t// If so, the end of the body is marked with \\end\n\t\treEnd = /(\\r?\\n\\\\end\\r?\\n)/mg;\n\t} else {\n\t\t// Otherwise, the end of the definition is marked by the end of the line\n\t\treEnd = /(\\r?\\n)/mg;\n\t}\n\t// Find the end of the definition\n\treEnd.lastIndex = this.parser.pos;\n\tvar text,\n\t\tendMatch = reEnd.exec(this.parser.source);\n\tif(endMatch) {\n\t\ttext = this.parser.source.substring(this.parser.pos,endMatch.index);\n\t\tthis.parser.pos = endMatch.index + endMatch[0].length;\n\t} else {\n\t\t// We didn't find the end of the definition, so we'll make it blank\n\t\ttext = \"\";\n\t}\n\t// Save the macro definition\n\treturn [{\n\t\ttype: \"macrodef\",\n\t\tname: this.match[1],\n\t\tparams: params,\n\t\ttext: text\n\t}];\n};\n\n})();\n",
"title": "$:/core/modules/parsers/wikiparser/rules/macrodef.js",
"type": "application/javascript",
"module-type": "wikirule"
},
"$:/core/modules/parsers/wikiparser/rules/prettyextlink.js": {
"text": "/*\\\ntitle: $:/core/modules/parsers/wikiparser/rules/prettyextlink.js\ntype: application/javascript\nmodule-type: wikirule\n\nWiki text inline rule for external links. For example:\n\n```\n[ext[http://tiddlywiki.com/fractalveg.jpg]]\n[ext[Tooltip|http://tiddlywiki.com/fractalveg.jpg]]\n```\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nexports.name = \"prettyextlink\";\nexports.types = {inline: true};\n\nexports.init = function(parser) {\n\tthis.parser = parser;\n};\n\nexports.findNextMatch = function(startPos) {\n\t// Find the next tag\n\tthis.nextLink = this.findNextLink(this.parser.source,startPos);\n\treturn this.nextLink ? this.nextLink.start : undefined;\n};\n\nexports.parse = function() {\n\t// Move past the match\n\tthis.parser.pos = this.nextLink.end;\n\treturn [this.nextLink];\n};\n\n/*\nFind the next link from the current position\n*/\nexports.findNextLink = function(source,pos) {\n\t// A regexp for finding candidate links\n\tvar reLookahead = /(\\[ext\\[)/g;\n\t// Find the next candidate\n\treLookahead.lastIndex = pos;\n\tvar match = reLookahead.exec(source);\n\twhile(match) {\n\t\t// Try to parse the candidate as a link\n\t\tvar link = this.parseLink(source,match.index);\n\t\t// Return success\n\t\tif(link) {\n\t\t\treturn link;\n\t\t}\n\t\t// Look for the next match\n\t\treLookahead.lastIndex = match.index + 1;\n\t\tmatch = reLookahead.exec(source);\n\t}\n\t// Failed\n\treturn null;\n};\n\n/*\nLook for an link at the specified position. Returns null if not found, otherwise returns {type: \"element\", tag: \"a\", attributes: [], isSelfClosing:, start:, end:,}\n*/\nexports.parseLink = function(source,pos) {\n\tvar token,\n\t\ttextNode = {\n\t\t\ttype: \"text\"\n\t\t},\n\t\tnode = {\n\t\t\ttype: \"element\",\n\t\t\ttag: \"a\",\n\t\t\tstart: pos,\n\t\t\tattributes: {\n\t\t\t\t\"class\": {type: \"string\", value: \"tw-tiddlylink-external\"},\n\t\t\t},\n\t\t\tchildren: [textNode]\n\t\t};\n\t// Skip whitespace\n\tpos = $tw.utils.skipWhiteSpace(source,pos);\n\t// Look for the `[ext[`\n\ttoken = $tw.utils.parseTokenString(source,pos,\"[ext[\");\n\tif(!token) {\n\t\treturn null;\n\t}\n\tpos = token.end;\n\t// Look ahead for the terminating `]]`\n\tvar closePos = source.indexOf(\"]]\",pos);\n\tif(closePos === -1) {\n\t\treturn null;\n\t}\n\t// Look for a `|` separating the tooltip\n\tvar splitPos = source.indexOf(\"|\",pos);\n\tif(splitPos === -1 || splitPos > closePos) {\n\t\tsplitPos = null;\n\t}\n\t// Pull out the tooltip and URL\n\tvar tooltip, URL;\n\tif(splitPos) {\n\t\tURL = source.substring(splitPos + 1,closePos).trim();\n\t\ttextNode.text = source.substring(pos,splitPos).trim();\n\t} else {\n\t\tURL = source.substring(pos,closePos).trim();\n\t\ttextNode.text = URL;\n\t}\n\tnode.attributes.href = {type: \"string\", value: URL};\n\tnode.attributes.target = {type: \"string\", value: \"_blank\"};\n\t// Update the end position\n\tnode.end = closePos + 2;\n\treturn node;\n};\n\n})();\n",
"title": "$:/core/modules/parsers/wikiparser/rules/prettyextlink.js",
"type": "application/javascript",
"module-type": "wikirule"
},
"$:/core/modules/parsers/wikiparser/rules/prettylink.js": {
"text": "/*\\\ntitle: $:/core/modules/parsers/wikiparser/rules/prettylink.js\ntype: application/javascript\nmodule-type: wikirule\n\nWiki text inline rule for pretty links. For example:\n\n```\n[[Introduction]]\n\n[[Link description|TiddlerTitle]]\n```\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nexports.name = \"prettylink\";\nexports.types = {inline: true};\n\nexports.init = function(parser) {\n\tthis.parser = parser;\n\t// Regexp to match\n\tthis.matchRegExp = /\\[\\[(.*?)(?:\\|(.*?))?\\]\\]/mg;\n};\n\nvar isLinkExternal = function(to) {\n\tvar externalRegExp = /(?:file|http|https|mailto|ftp|irc|news|data|skype):[^\\s<>{}\\[\\]`|'\"\\\\^~]+(?:\\/|\\b)/i;\n\treturn externalRegExp.test(to);\n};\n\nexports.parse = function() {\n\t// Move past the match\n\tthis.parser.pos = this.matchRegExp.lastIndex;\n\t// Process the link\n\tvar text = this.match[1],\n\t\tlink = this.match[2] || text;\n\tif(isLinkExternal(link)) {\n\t\treturn [{\n\t\t\ttype: \"element\",\n\t\t\ttag: \"a\",\n\t\t\tattributes: {\n\t\t\t\thref: {type: \"string\", value: link},\n\t\t\t\t\"class\": {type: \"string\", value: \"tw-tiddlylink-external\"},\n\t\t\t\ttarget: {type: \"string\", value: \"_blank\"}\n\t\t\t},\n\t\t\tchildren: [{\n\t\t\t\ttype: \"text\", text: text\n\t\t\t}]\n\t\t}];\n\t} else {\n\t\treturn [{\n\t\t\ttype: \"link\",\n\t\t\tattributes: {\n\t\t\t\tto: {type: \"string\", value: link}\n\t\t\t},\n\t\t\tchildren: [{\n\t\t\t\ttype: \"text\", text: text\n\t\t\t}]\n\t\t}];\n\t}\n};\n\n})();\n",
"title": "$:/core/modules/parsers/wikiparser/rules/prettylink.js",
"type": "application/javascript",
"module-type": "wikirule"
},
"$:/core/modules/parsers/wikiparser/rules/quoteblock.js": {
"text": "/*\\\ntitle: $:/core/modules/parsers/wikiparser/rules/quoteblock.js\ntype: application/javascript\nmodule-type: wikirule\n\nWiki text rule for quote blocks. For example:\n\n```\n\t<<<.optionalClass(es) optional cited from\n\ta quote\n\t<<<\n\t\n\t<<<.optionalClass(es)\n\ta quote\n\t<<< optional cited from\n```\n\nQuotes can be quoted by putting more <s\n\n```\n\t<<<\n\tQuote Level 1\n\t\n\t<<<<\n\tQuoteLevel 2\n\t<<<<\n\t\n\t<<<\n```\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nexports.name = \"quoteblock\";\nexports.types = {block: true};\n\nexports.init = function(parser) {\n\tthis.parser = parser;\n\t// Regexp to match\n\tthis.matchRegExp = /(<<<+)/mg;\n};\n\nexports.parse = function() {\n\tvar classes = [\"tw-quote\"];\n\t// Get all the details of the match\n\tvar reEndString = \"^\" + this.match[1] + \"(?!<)\";\n\t// Move past the <s\n\tthis.parser.pos = this.matchRegExp.lastIndex;\n\t\n\t// Parse any classes, whitespace and then the optional cite itself\n\tclasses.push.apply(classes, this.parser.parseClasses());\n\tthis.parser.skipWhitespace({treatNewlinesAsNonWhitespace: true});\n\tvar cite = this.parser.parseInlineRun(/(\\r?\\n)/mg);\n\n\t// before handling the cite, parse the body of the quote\n\tvar tree= this.parser.parseBlocks(reEndString);\n\t// If we got a cite, put it before the text\n\tif(cite.length > 0) {\n\t\ttree.unshift({\n\t\t\ttype: \"element\",\n\t\t\ttag: \"cite\",\n\t\t\tchildren: cite\n\t\t});\n\t}\n\n\t// Parse any optional cite\n\tthis.parser.skipWhitespace({treatNewlinesAsNonWhitespace: true});\n\tvar cite = this.parser.parseInlineRun(/(\\r?\\n)/mg);\n\t// If we got a cite, push it\n\tif(cite.length > 0) {\n\t\ttree.push({\n\t\t\ttype: \"element\",\n\t\t\ttag: \"cite\",\n\t\t\tchildren: cite\n\t\t});\n\t}\n\n\t// Return the blockquote element\n\treturn [{\n\t\ttype: \"element\",\n\t\ttag: \"blockquote\",\n\t\tattributes: {\n\t\t\tclass: { type: \"string\", value: classes.join(\" \") },\n\t\t},\n\t\tchildren: tree\n\t}];\n};\n\n})();\n",
"title": "$:/core/modules/parsers/wikiparser/rules/quoteblock.js",
"type": "application/javascript",
"module-type": "wikirule"
},
"$:/core/modules/parsers/wikiparser/rules/rules.js": {
"text": "/*\\\ntitle: $:/core/modules/parsers/wikiparser/rules/rules.js\ntype: application/javascript\nmodule-type: wikirule\n\nWiki pragma rule for rules specifications\n\n```\n\\rules except ruleone ruletwo rulethree\n\\rules only ruleone ruletwo rulethree\n```\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nexports.name = \"rules\";\nexports.types = {pragma: true};\n\n/*\nInstantiate parse rule\n*/\nexports.init = function(parser) {\n\tthis.parser = parser;\n\t// Regexp to match\n\tthis.matchRegExp = /^\\\\rules[^\\S\\n]/mg;\n};\n\n/*\nParse the most recent match\n*/\nexports.parse = function() {\n\t// Move past the pragma invocation\n\tthis.parser.pos = this.matchRegExp.lastIndex;\n\t// Parse whitespace delimited tokens terminated by a line break\n\tvar reMatch = /[^\\S\\n]*(\\S+)|(\\r?\\n)/mg,\n\t\ttokens = [];\n\treMatch.lastIndex = this.parser.pos;\n\tvar match = reMatch.exec(this.parser.source);\n\twhile(match && match.index === this.parser.pos) {\n\t\tthis.parser.pos = reMatch.lastIndex;\n\t\t// Exit if we've got the line break\n\t\tif(match[2]) {\n\t\t\tbreak;\n\t\t}\n\t\t// Process the token\n\t\tif(match[1]) {\n\t\t\ttokens.push(match[1]);\n\t\t}\n\t\t// Match the next token\n\t\tmatch = reMatch.exec(this.parser.source);\n\t}\n\t// Process the tokens\n\tif(tokens.length > 0) {\n\t\tthis.parser.amendRules(tokens[0],tokens.slice(1));\n\t}\n\t// No parse tree nodes to return\n\treturn [];\n};\n\n})();\n",
"title": "$:/core/modules/parsers/wikiparser/rules/rules.js",
"type": "application/javascript",
"module-type": "wikirule"
},
"$:/core/modules/parsers/wikiparser/rules/styleblock.js": {
"text": "/*\\\ntitle: $:/core/modules/parsers/wikiparser/rules/styleblock.js\ntype: application/javascript\nmodule-type: wikirule\n\nWiki text block rule for assigning styles and classes to paragraphs and other blocks. For example:\n\n```\n@@.myClass\n@@background-color:red;\nThis paragraph will have the CSS class `myClass`.\n\n* The `<ul>` around this list will also have the class `myClass`\n* List item 2\n\n@@\n```\n\nNote that classes and styles can be mixed subject to the rule that styles must precede classes. For example\n\n```\n@@.myFirstClass.mySecondClass\n@@width:100px;.myThirdClass\nThis is a paragraph\n@@\n```\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nexports.name = \"styleblock\";\nexports.types = {block: true};\n\nexports.init = function(parser) {\n\tthis.parser = parser;\n\t// Regexp to match\n\tthis.matchRegExp = /@@((?:[^\\.\\r\\n\\s:]+:[^\\r\\n;]+;)+)?(?:\\.([^\\r\\n\\s]+))?\\r?\\n/mg;\n};\n\nexports.parse = function() {\n\tvar reEndString = \"^@@(?:\\\\r?\\\\n)?\";\n\tvar classes = [], styles = [];\n\tdo {\n\t\t// Get the class and style\n\t\tif(this.match[1]) {\n\t\t\tstyles.push(this.match[1]);\n\t\t}\n\t\tif(this.match[2]) {\n\t\t\tclasses.push(this.match[2].split(\".\").join(\" \"));\n\t\t}\n\t\t// Move past the match\n\t\tthis.parser.pos = this.matchRegExp.lastIndex;\n\t\t// Look for another line of classes and styles\n\t\tthis.match = this.matchRegExp.exec(this.parser.source);\n\t} while(this.match && this.match.index === this.parser.pos);\n\t// Parse the body\n\tvar tree = this.parser.parseBlocks(reEndString);\n\tfor(var t=0; t<tree.length; t++) {\n\t\tif(classes.length > 0) {\n\t\t\t$tw.utils.addClassToParseTreeNode(tree[t],classes.join(\" \"));\n\t\t}\n\t\tif(styles.length > 0) {\n\t\t\t$tw.utils.addAttributeToParseTreeNode(tree[t],\"style\",styles.join(\"\"));\n\t\t}\n\t}\n\treturn tree;\n};\n\n})();\n",
"title": "$:/core/modules/parsers/wikiparser/rules/styleblock.js",
"type": "application/javascript",
"module-type": "wikirule"
},
"$:/core/modules/parsers/wikiparser/rules/styleinline.js": {
"text": "/*\\\ntitle: $:/core/modules/parsers/wikiparser/rules/styleinline.js\ntype: application/javascript\nmodule-type: wikirule\n\nWiki text inline rule for assigning styles and classes to inline runs. For example:\n\n```\n@@.myClass This is some text with a class@@\n@@background-color:red;This is some text with a background colour@@\n@@width:100px;.myClass This is some text with a class and a width@@\n```\n\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nexports.name = \"styleinline\";\nexports.types = {inline: true};\n\nexports.init = function(parser) {\n\tthis.parser = parser;\n\t// Regexp to match\n\tthis.matchRegExp = /@@((?:[^\\.\\r\\n\\s:]+:[^\\r\\n;]+;)+)?(\\.(?:[^\\r\\n\\s]+)\\s+)?/mg;\n};\n\nexports.parse = function() {\n\tvar reEnd = /@@/g;\n\t// Get the styles and class\n\tvar stylesString = this.match[1],\n\t\tclassString = this.match[2] ? this.match[2].split(\".\").join(\" \") : undefined;\n\t// Move past the match\n\tthis.parser.pos = this.matchRegExp.lastIndex;\n\t// Parse the run up to the terminator\n\tvar tree = this.parser.parseInlineRun(reEnd,{eatTerminator: true});\n\t// Return the classed span\n\tvar node = {\n\t\ttype: \"element\",\n\t\ttag: \"span\",\n\t\tattributes: {\n\t\t\t\"class\": {type: \"string\", value: \"tw-inline-style\"}\n\t\t},\n\t\tchildren: tree\n\t};\n\tif(classString) {\n\t\t$tw.utils.addClassToParseTreeNode(node,classString);\n\t}\n\tif(stylesString) {\n\t\t$tw.utils.addAttributeToParseTreeNode(node,\"style\",stylesString);\n\t}\n\treturn [node];\n};\n\n})();\n",
"title": "$:/core/modules/parsers/wikiparser/rules/styleinline.js",
"type": "application/javascript",
"module-type": "wikirule"
},
"$:/core/modules/parsers/wikiparser/rules/table.js": {
"text": "/*\\\ntitle: $:/core/modules/parsers/wikiparser/rules/table.js\ntype: application/javascript\nmodule-type: wikirule\n\nWiki text block rule for tables.\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nexports.name = \"table\";\nexports.types = {block: true};\n\nexports.init = function(parser) {\n\tthis.parser = parser;\n\t// Regexp to match\n\tthis.matchRegExp = /^\\|(?:[^\\n]*)\\|(?:[fhck]?)\\r?(?:\\n|$)/mg;\n};\n\nvar processRow = function(prevColumns) {\n\tvar cellRegExp = /(?:\\|([^\\n\\|]*)\\|)|(\\|[fhck]?\\r?(?:\\n|$))/mg,\n\t\tcellTermRegExp = /((?:\\x20*)\\|)/mg,\n\t\ttree = [],\n\t\tcol = 0,\n\t\tcolSpanCount = 1,\n\t\tprevCell;\n\t// Match a single cell\n\tcellRegExp.lastIndex = this.parser.pos;\n\tvar cellMatch = cellRegExp.exec(this.parser.source);\n\twhile(cellMatch && cellMatch.index === this.parser.pos) {\n\t\tif(cellMatch[1] === \"~\") {\n\t\t\t// Rowspan\n\t\t\tvar last = prevColumns[col];\n\t\t\tif(last) {\n\t\t\t\tlast.rowSpanCount++;\n\t\t\t\t$tw.utils.addAttributeToParseTreeNode(last.element,\"rowspan\",last.rowSpanCount);\n\t\t\t\tvar vAlign = $tw.utils.getAttributeValueFromParseTreeNode(last.element,\"valign\",\"center\");\n\t\t\t\t$tw.utils.addAttributeToParseTreeNode(last.element,\"valign\",vAlign);\n\t\t\t\tif(colSpanCount > 1) {\n\t\t\t\t\t$tw.utils.addAttributeToParseTreeNode(last.element,\"colspan\",colSpanCount);\n\t\t\t\t\tcolSpanCount = 1;\n\t\t\t\t}\n\t\t\t}\n\t\t\t// Move to just before the `|` terminating the cell\n\t\t\tthis.parser.pos = cellRegExp.lastIndex - 1;\n\t\t} else if(cellMatch[1] === \">\") {\n\t\t\t// Colspan\n\t\t\tcolSpanCount++;\n\t\t\t// Move to just before the `|` terminating the cell\n\t\t\tthis.parser.pos = cellRegExp.lastIndex - 1;\n\t\t} else if(cellMatch[1] === \"<\" && prevCell) {\n\t\t\tcolSpanCount = 1 + $tw.utils.getAttributeValueFromParseTreeNode(prevCell,\"colspan\",1);\n\t\t\t$tw.utils.addAttributeToParseTreeNode(prevCell,\"colspan\",colSpanCount);\n\t\t\tcolSpanCount = 1;\n\t\t\t// Move to just before the `|` terminating the cell\n\t\t\tthis.parser.pos = cellRegExp.lastIndex - 1;\n\t\t} else if(cellMatch[2]) {\n\t\t\t// End of row\n\t\t\tif(prevCell && colSpanCount > 1) {\n\t\t\t\tif(prevCell.attributes && prevCell.attributes && prevCell.attributes.colspan) {\n\t\t\t\t\t\tcolSpanCount += prevCell.attributes.colspan.value;\n\t\t\t\t} else {\n\t\t\t\t\tcolSpanCount -= 1;\n\t\t\t\t}\n\t\t\t\t$tw.utils.addAttributeToParseTreeNode(prevCell,\"colspan\",colSpanCount);\n\t\t\t}\n\t\t\tthis.parser.pos = cellRegExp.lastIndex - 1;\n\t\t\tbreak;\n\t\t} else {\n\t\t\t// For ordinary cells, step beyond the opening `|`\n\t\t\tthis.parser.pos++;\n\t\t\t// Look for a space at the start of the cell\n\t\t\tvar spaceLeft = false,\n\t\t\t\tvAlign = null;\n\t\t\tif(this.parser.source.substr(this.parser.pos).search(/^\\^([^\\^]|\\^\\^)/) === 0) {\n\t\t\t\tvAlign = \"top\";\n\t\t\t} else if(this.parser.source.substr(this.parser.pos).search(/^,([^,]|,,)/) === 0) {\n\t\t\t\tvAlign = \"bottom\";\n\t\t\t}\n\t\t\tif(vAlign) {\n\t\t\t\tthis.parser.pos++;\n\t\t\t}\n\t\t\tvar chr = this.parser.source.substr(this.parser.pos,1);\n\t\t\twhile(chr === \" \") {\n\t\t\t\tspaceLeft = true;\n\t\t\t\tthis.parser.pos++;\n\t\t\t\tchr = this.parser.source.substr(this.parser.pos,1);\n\t\t\t}\n\t\t\t// Check whether this is a heading cell\n\t\t\tvar cell;\n\t\t\tif(chr === \"!\") {\n\t\t\t\tthis.parser.pos++;\n\t\t\t\tcell = {type: \"element\", tag: \"th\", children: []};\n\t\t\t} else {\n\t\t\t\tcell = {type: \"element\", tag: \"td\", children: []};\n\t\t\t}\n\t\t\ttree.push(cell);\n\t\t\t// Record information about this cell\n\t\t\tprevCell = cell;\n\t\t\tprevColumns[col] = {rowSpanCount:1,element:cell};\n\t\t\t// Check for a colspan\n\t\t\tif(colSpanCount > 1) {\n\t\t\t\t$tw.utils.addAttributeToParseTreeNode(cell,\"colspan\",colSpanCount);\n\t\t\t\tcolSpanCount = 1;\n\t\t\t}\n\t\t\t// Parse the cell\n\t\t\tcell.children = this.parser.parseInlineRun(cellTermRegExp,{eatTerminator: true});\n\t\t\t// Set the alignment for the cell\n\t\t\tif(vAlign) {\n\t\t\t\t$tw.utils.addAttributeToParseTreeNode(cell,\"valign\",vAlign);\n\t\t\t}\n\t\t\tif(this.parser.source.substr(this.parser.pos - 2,1) === \" \") { // spaceRight\n\t\t\t\t$tw.utils.addAttributeToParseTreeNode(cell,\"align\",spaceLeft ? \"center\" : \"left\");\n\t\t\t} else if(spaceLeft) {\n\t\t\t\t$tw.utils.addAttributeToParseTreeNode(cell,\"align\",\"right\");\n\t\t\t}\n\t\t\t// Move back to the closing `|`\n\t\t\tthis.parser.pos--;\n\t\t}\n\t\tcol++;\n\t\tcellRegExp.lastIndex = this.parser.pos;\n\t\tcellMatch = cellRegExp.exec(this.parser.source);\n\t}\n\treturn tree;\n};\n\nexports.parse = function() {\n\tvar rowContainerTypes = {\"c\":\"caption\", \"h\":\"thead\", \"\":\"tbody\", \"f\":\"tfoot\"},\n\t\ttable = {type: \"element\", tag: \"table\", children: []},\n\t\trowRegExp = /^\\|([^\\n]*)\\|([fhck]?)\\r?(?:\\n|$)/mg,\n\t\trowTermRegExp = /(\\|(?:[fhck]?)\\r?(?:\\n|$))/mg,\n\t\tprevColumns = [],\n\t\tcurrRowType,\n\t\trowContainer,\n\t\trowCount = 0;\n\t// Match the row\n\trowRegExp.lastIndex = this.parser.pos;\n\tvar rowMatch = rowRegExp.exec(this.parser.source);\n\twhile(rowMatch && rowMatch.index === this.parser.pos) {\n\t\tvar rowType = rowMatch[2];\n\t\t// Check if it is a class assignment\n\t\tif(rowType === \"k\") {\n\t\t\t$tw.utils.addClassToParseTreeNode(table,rowMatch[1]);\n\t\t\tthis.parser.pos = rowMatch.index + rowMatch[0].length;\n\t\t} else {\n\t\t\t// Otherwise, create a new row if this one is of a different type\n\t\t\tif(rowType !== currRowType) {\n\t\t\t\trowContainer = {type: \"element\", tag: rowContainerTypes[rowType], children: []};\n\t\t\t\ttable.children.push(rowContainer);\n\t\t\t\tcurrRowType = rowType;\n\t\t\t}\n\t\t\t// Is this a caption row?\n\t\t\tif(currRowType === \"c\") {\n\t\t\t\t// If so, move past the opening `|` of the row\n\t\t\t\tthis.parser.pos++;\n\t\t\t\t// Move the caption to the first row if it isn't already\n\t\t\t\tif(table.children.length !== 1) {\n\t\t\t\t\ttable.children.pop(); // Take rowContainer out of the children array\n\t\t\t\t\ttable.children.splice(0,0,rowContainer); // Insert it at the bottom\t\t\t\t\t\t\n\t\t\t\t}\n\t\t\t\t// Set the alignment - TODO: figure out why TW did this\n//\t\t\t\trowContainer.attributes.align = rowCount === 0 ? \"top\" : \"bottom\";\n\t\t\t\t// Parse the caption\n\t\t\t\trowContainer.children = this.parser.parseInlineRun(rowTermRegExp,{eatTerminator: true});\n\t\t\t} else {\n\t\t\t\t// Create the row\n\t\t\t\tvar theRow = {type: \"element\", tag: \"tr\", children: []};\n\t\t\t\t$tw.utils.addClassToParseTreeNode(theRow,rowCount%2 ? \"oddRow\" : \"evenRow\");\n\t\t\t\trowContainer.children.push(theRow);\n\t\t\t\t// Process the row\n\t\t\t\ttheRow.children = processRow.call(this,prevColumns);\n\t\t\t\tthis.parser.pos = rowMatch.index + rowMatch[0].length;\n\t\t\t\t// Increment the row count\n\t\t\t\trowCount++;\n\t\t\t}\n\t\t}\n\t\trowMatch = rowRegExp.exec(this.parser.source);\n\t}\n\treturn [table];\n};\n\n})();\n",
"title": "$:/core/modules/parsers/wikiparser/rules/table.js",
"type": "application/javascript",
"module-type": "wikirule"
},
"$:/core/modules/parsers/wikiparser/rules/transcludeblock.js": {
"text": "/*\\\ntitle: $:/core/modules/parsers/wikiparser/rules/transcludeblock.js\ntype: application/javascript\nmodule-type: wikirule\n\nWiki text rule for block-level transclusion. For example:\n\n```\n{{MyTiddler}}\n{{MyTiddler||TemplateTitle}}\n```\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nexports.name = \"transcludeblock\";\nexports.types = {block: true};\n\nexports.init = function(parser) {\n\tthis.parser = parser;\n\t// Regexp to match\n\tthis.matchRegExp = /\\{\\{([^\\{\\}\\|]*)(?:\\|\\|([^\\|\\{\\}]+))?\\}\\}(?:\\r?\\n|$)/mg;\n};\n\nexports.parse = function() {\n\t// Move past the match\n\tthis.parser.pos = this.matchRegExp.lastIndex;\n\t// Move past the match\n\tthis.parser.pos = this.matchRegExp.lastIndex;\n\t// Get the match details\n\tvar template = $tw.utils.trim(this.match[2]),\n\t\ttextRef = $tw.utils.trim(this.match[1]);\n\t// Prepare the transclude widget\n\tvar transcludeNode = {\n\t\t\ttype: \"transclude\",\n\t\t\tattributes: {},\n\t\t\tisBlock: true\n\t\t};\n\t// Prepare the tiddler widget\n\tif(textRef) {\n\t\tvar tr = $tw.utils.parseTextReference(textRef),\n\t\t\ttargetTitle = tr.title,\n\t\t\ttargetField = tr.field,\n\t\t\ttargetIndex = tr.index,\n\t\t\ttiddlerNode = {\n\t\t\t\ttype: \"tiddler\",\n\t\t\t\tattributes: {\n\t\t\t\t\ttiddler: {type: \"string\", value: targetTitle}\n\t\t\t\t},\n\t\t\t\tisBlock: true,\n\t\t\t\tchildren: [transcludeNode]\n\t\t\t};\n\t}\n\tif(template) {\n\t\ttranscludeNode.attributes.tiddler = {type: \"string\", value: template};\n\t\tif(textRef) {\n\t\t\treturn [tiddlerNode];\n\t\t} else {\n\t\t\treturn [transcludeNode];\n\t\t}\n\t} else {\n\t\tif(textRef) {\n\t\t\ttranscludeNode.attributes.tiddler = {type: \"string\", value: targetTitle};\n\t\t\tif(targetField) {\n\t\t\t\ttranscludeNode.attributes.field = {type: \"string\", value: targetField};\n\t\t\t}\n\t\t\tif(targetIndex) {\n\t\t\t\ttranscludeNode.attributes.index = {type: \"string\", value: targetIndex};\n\t\t\t}\n\t\t\treturn [tiddlerNode];\n\t\t} else {\n\t\t\treturn [transcludeNode];\n\t\t}\n\t}\n};\n\n})();\n",
"title": "$:/core/modules/parsers/wikiparser/rules/transcludeblock.js",
"type": "application/javascript",
"module-type": "wikirule"
},
"$:/core/modules/parsers/wikiparser/rules/transcludeinline.js": {
"text": "/*\\\ntitle: $:/core/modules/parsers/wikiparser/rules/transcludeinline.js\ntype: application/javascript\nmodule-type: wikirule\n\nWiki text rule for inline-level transclusion. For example:\n\n```\n{{MyTiddler}}\n{{MyTiddler||TemplateTitle}}\n```\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nexports.name = \"transcludeinline\";\nexports.types = {inline: true};\n\nexports.init = function(parser) {\n\tthis.parser = parser;\n\t// Regexp to match\n\tthis.matchRegExp = /\\{\\{([^\\{\\}\\|]*)(?:\\|\\|([^\\|\\{\\}]+))?\\}\\}/mg;\n};\n\nexports.parse = function() {\n\t// Move past the match\n\tthis.parser.pos = this.matchRegExp.lastIndex;\n\t// Get the match details\n\tvar template = $tw.utils.trim(this.match[2]),\n\t\ttextRef = $tw.utils.trim(this.match[1]);\n\t// Prepare the transclude widget\n\tvar transcludeNode = {\n\t\t\ttype: \"transclude\",\n\t\t\tattributes: {}\n\t\t};\n\t// Prepare the tiddler widget\n\tif(textRef) {\n\t\tvar tr = $tw.utils.parseTextReference(textRef),\n\t\t\ttargetTitle = tr.title,\n\t\t\ttargetField = tr.field,\n\t\t\ttargetIndex = tr.index,\n\t\t\ttiddlerNode = {\n\t\t\t\ttype: \"tiddler\",\n\t\t\t\tattributes: {\n\t\t\t\t\ttiddler: {type: \"string\", value: targetTitle}\n\t\t\t\t},\n\t\t\t\tchildren: [transcludeNode]\n\t\t\t};\n\t}\n\tif(template) {\n\t\ttranscludeNode.attributes.tiddler = {type: \"string\", value: template};\n\t\tif(textRef) {\n\t\t\treturn [tiddlerNode];\n\t\t} else {\n\t\t\treturn [transcludeNode];\n\t\t}\n\t} else {\n\t\tif(textRef) {\n\t\t\ttranscludeNode.attributes.tiddler = {type: \"string\", value: targetTitle};\n\t\t\tif(targetField) {\n\t\t\t\ttranscludeNode.attributes.field = {type: \"string\", value: targetField};\n\t\t\t}\n\t\t\tif(targetIndex) {\n\t\t\t\ttranscludeNode.attributes.index = {type: \"string\", value: targetIndex};\n\t\t\t}\n\t\t\treturn [tiddlerNode];\n\t\t} else {\n\t\t\treturn [transcludeNode];\n\t\t}\n\t}\n};\n\n})();\n",
"title": "$:/core/modules/parsers/wikiparser/rules/transcludeinline.js",
"type": "application/javascript",
"module-type": "wikirule"
},
"$:/core/modules/parsers/wikiparser/rules/typedblock.js": {
"text": "/*\\\ntitle: $:/core/modules/parsers/wikiparser/rules/typedblock.js\ntype: application/javascript\nmodule-type: wikirule\n\nWiki text rule for typed blocks. For example:\n\n```\n$$$.js\nThis will be rendered as JavaScript\n$$$\n\n$$$.svg\n<svg xmlns=\"http://www.w3.org/2000/svg\" width=\"150\" height=\"100\">\n <circle cx=\"100\" cy=\"50\" r=\"40\" stroke=\"black\" stroke-width=\"2\" fill=\"red\" />\n</svg>\n$$$\n\n$$$text/vnd.tiddlywiki>text/html\nThis will be rendered as an //HTML representation// of WikiText\n$$$\n```\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nvar widget = require(\"$:/core/modules/widgets/widget.js\");\n\nexports.name = \"typedblock\";\nexports.types = {block: true};\n\nexports.init = function(parser) {\n\tthis.parser = parser;\n\t// Regexp to match\n\tthis.matchRegExp = /\\$\\$\\$([^ >\\r\\n]*)(?: *> *([^ \\r\\n]+))?\\r?\\n/mg;\n};\n\nexports.parse = function() {\n\tvar reEnd = /\\r?\\n\\$\\$\\$\\r?(?:\\n|$)/mg;\n\t// Save the type\n\tvar parseType = this.match[1],\n\t\trenderType = this.match[2];\n\t// Move past the match\n\tthis.parser.pos = this.matchRegExp.lastIndex;\n\t// Look for the end of the block\n\treEnd.lastIndex = this.parser.pos;\n\tvar match = reEnd.exec(this.parser.source),\n\t\ttext;\n\t// Process the block\n\tif(match) {\n\t\ttext = this.parser.source.substring(this.parser.pos,match.index);\n\t\tthis.parser.pos = match.index + match[0].length;\n\t} else {\n\t\ttext = this.parser.source.substr(this.parser.pos);\n\t\tthis.parser.pos = this.parser.sourceLength;\n\t}\n\t// Parse the block according to the specified type\n\tvar parser = this.parser.wiki.parseText(parseType,text,{defaultType: \"text/plain\"});\n\t// If there's no render type, just return the parse tree\n\tif(!renderType) {\n\t\treturn parser.tree;\n\t} else {\n\t\t// Otherwise, render to the rendertype and return in a <PRE> tag\n\t\tvar widgetNode = this.parser.wiki.makeWidget(parser),\n\t\t\tcontainer = $tw.fakeDocument.createElement(\"div\");\n\t\twidgetNode.render(container,null);\n\t\tvar text = renderType === \"text/html\" ? container.innerHTML : container.textContent;\n\t\treturn [{\n\t\t\ttype: \"element\",\n\t\t\ttag: \"pre\",\n\t\t\tchildren: [{\n\t\t\t\ttype: \"text\",\n\t\t\t\ttext: text\n\t\t\t}]\n\t\t}];\n\t}\n};\n\n})();\n",
"title": "$:/core/modules/parsers/wikiparser/rules/typedblock.js",
"type": "application/javascript",
"module-type": "wikirule"
},
"$:/core/modules/parsers/wikiparser/rules/wikilink.js": {
"text": "/*\\\ntitle: $:/core/modules/parsers/wikiparser/rules/wikilink.js\ntype: application/javascript\nmodule-type: wikirule\n\nWiki text inline rule for wiki links. For example:\n\n```\nAWikiLink\nAnotherLink\n~SuppressedLink\n```\n\nPrecede a camel case word with `~` to prevent it from being recognised as a link.\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nexports.name = \"wikilink\";\nexports.types = {inline: true};\n\nvar textPrimitives = {\n\tupperLetter: \"[A-Z\\u00c0-\\u00de\\u0150\\u0170]\",\n\tlowerLetter: \"[a-z0-9_\\\\-\\u00df-\\u00ff\\u0151\\u0171]\",\n\tanyLetter: \"[A-Za-z0-9_\\\\-\\u00c0-\\u00de\\u00df-\\u00ff\\u0150\\u0170\\u0151\\u0171]\",\n\tanyLetterStrict: \"[A-Za-z0-9\\u00c0-\\u00de\\u00df-\\u00ff\\u0150\\u0170\\u0151\\u0171]\"\n};\n\ntextPrimitives.unWikiLink = \"~\";\ntextPrimitives.wikiLink = textPrimitives.upperLetter + \"+\" +\n\ttextPrimitives.lowerLetter + \"+\" +\n\ttextPrimitives.upperLetter +\n\ttextPrimitives.anyLetter + \"*\";\n\nexports.init = function(parser) {\n\tthis.parser = parser;\n\t// Regexp to match\n\tthis.matchRegExp = new RegExp(textPrimitives.unWikiLink + \"?\" + textPrimitives.wikiLink,\"mg\");\n};\n\n/*\nParse the most recent match\n*/\nexports.parse = function() {\n\t// Get the details of the match\n\tvar linkText = this.match[0];\n\t// Move past the macro call\n\tthis.parser.pos = this.matchRegExp.lastIndex;\n\t// If the link starts with the unwikilink character then just output it as plain text\n\tif(linkText.substr(0,1) === textPrimitives.unWikiLink) {\n\t\treturn [{type: \"text\", text: linkText.substr(1)}];\n\t}\n\t// If the link has been preceded with a letter then don't treat it as a link\n\tif(this.match.index > 0) {\n\t\tvar preRegExp = new RegExp(textPrimitives.anyLetterStrict,\"mg\");\n\t\tpreRegExp.lastIndex = this.match.index-1;\n\t\tvar preMatch = preRegExp.exec(this.parser.source);\n\t\tif(preMatch && preMatch.index === this.match.index-1) {\n\t\t\treturn [{type: \"text\", text: linkText}];\n\t\t}\n\t}\n\treturn [{\n\t\ttype: \"link\",\n\t\tattributes: {\n\t\t\tto: {type: \"string\", value: linkText}\n\t\t},\n\t\tchildren: [{\n\t\t\ttype: \"text\",\n\t\t\ttext: linkText\n\t\t}]\n\t}];\n};\n\n})();\n",
"title": "$:/core/modules/parsers/wikiparser/rules/wikilink.js",
"type": "application/javascript",
"module-type": "wikirule"
},
"$:/core/modules/parsers/wikiparser/wikiparser.js": {
"text": "/*\\\ntitle: $:/core/modules/parsers/wikiparser/wikiparser.js\ntype: application/javascript\nmodule-type: parser\n\nThe wiki text parser processes blocks of source text into a parse tree.\n\nThe parse tree is made up of nested arrays of these JavaScript objects:\n\n\t{type: \"element\", tag: <string>, attributes: {}, children: []} - an HTML element\n\t{type: \"text\", text: <string>} - a text node\n\t{type: \"entity\", value: <string>} - an entity\n\t{type: \"raw\", html: <string>} - raw HTML\n\nAttributes are stored as hashmaps of the following objects:\n\n\t{type: \"string\", value: <string>} - literal string\n\t{type: \"indirect\", textReference: <textReference>} - indirect through a text reference\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nvar WikiParser = function(type,text,options) {\n\tthis.wiki = options.wiki;\n\t// Initialise the classes if we don't have them already\n\tif(!this.pragmaRuleClasses) {\n\t\tWikiParser.prototype.pragmaRuleClasses = $tw.modules.createClassesFromModules(\"wikirule\",\"pragma\",$tw.WikiRuleBase);\n\t}\n\tif(!this.blockRuleClasses) {\n\t\tWikiParser.prototype.blockRuleClasses = $tw.modules.createClassesFromModules(\"wikirule\",\"block\",$tw.WikiRuleBase);\n\t}\n\tif(!this.inlineRuleClasses) {\n\t\tWikiParser.prototype.inlineRuleClasses = $tw.modules.createClassesFromModules(\"wikirule\",\"inline\",$tw.WikiRuleBase);\n\t}\n\t// Save the parse text\n\tthis.type = type || \"text/vnd.tiddlywiki\";\n\tthis.source = text || \"\";\n\tthis.sourceLength = this.source.length;\n\t// Set current parse position\n\tthis.pos = 0;\n\t// Instantiate the pragma parse rules\n\tthis.pragmaRules = this.instantiateRules(this.pragmaRuleClasses,\"pragma\",0);\n\t// Instantiate the parser block and inline rules\n\tthis.blockRules = this.instantiateRules(this.blockRuleClasses,\"block\",0);\n\tthis.inlineRules = this.instantiateRules(this.inlineRuleClasses,\"inline\",0);\n\t// Parse any pragmas\n\tthis.tree = this.parsePragmas();\n\t// Parse the text into inline runs or blocks\n\tif(options.parseAsInline) {\n\t\tthis.tree.push.apply(this.tree,this.parseInlineRun());\n\t} else {\n\t\tthis.tree.push.apply(this.tree,this.parseBlocks());\n\t}\n\t// Return the parse tree\n};\n\n/*\nInstantiate an array of parse rules\n*/\nWikiParser.prototype.instantiateRules = function(classes,type,startPos) {\n\tvar rulesInfo = [],\n\t\tself = this;\n\t$tw.utils.each(classes,function(RuleClass) {\n\t\t// Instantiate the rule\n\t\tvar rule = new RuleClass(self);\n\t\trule.is = {};\n\t\trule.is[type] = true;\n\t\trule.init(self);\n\t\tvar matchIndex = rule.findNextMatch(startPos);\n\t\tif(matchIndex !== undefined) {\n\t\t\trulesInfo.push({\n\t\t\t\trule: rule,\n\t\t\t\tmatchIndex: matchIndex\n\t\t\t});\n\t\t}\n\t});\n\treturn rulesInfo;\n};\n\n/*\nSkip any whitespace at the current position. Options are:\n\ttreatNewlinesAsNonWhitespace: true if newlines are NOT to be treated as whitespace\n*/\nWikiParser.prototype.skipWhitespace = function(options) {\n\toptions = options || {};\n\tvar whitespaceRegExp = options.treatNewlinesAsNonWhitespace ? /([^\\S\\n]+)/mg : /(\\s+)/mg;\n\twhitespaceRegExp.lastIndex = this.pos;\n\tvar whitespaceMatch = whitespaceRegExp.exec(this.source);\n\tif(whitespaceMatch && whitespaceMatch.index === this.pos) {\n\t\tthis.pos = whitespaceRegExp.lastIndex;\n\t}\n};\n\n/*\nGet the next match out of an array of parse rule instances\n*/\nWikiParser.prototype.findNextMatch = function(rules,startPos) {\n\t// Find the best matching rule by finding the closest match position\n\tvar matchingRule = undefined,\n\t\tmatchingRulePos = this.sourceLength;\n\t// Step through each rule\n\tfor(var t=0; t<rules.length; t++) {\n\t\tvar ruleInfo = rules[t];\n\t\t// Ask the rule to get the next match if we've moved past the current one\n\t\tif(ruleInfo.matchIndex !== undefined && ruleInfo.matchIndex < startPos) {\n\t\t\truleInfo.matchIndex = ruleInfo.rule.findNextMatch(startPos);\n\t\t}\n\t\t// Adopt this match if it's closer than the current best match\n\t\tif(ruleInfo.matchIndex !== undefined && ruleInfo.matchIndex <= matchingRulePos) {\n\t\t\tmatchingRule = ruleInfo;\n\t\t\tmatchingRulePos = ruleInfo.matchIndex;\n\t\t}\n\t}\n\treturn matchingRule;\n};\n\n/*\nParse any pragmas at the beginning of a block of parse text\n*/\nWikiParser.prototype.parsePragmas = function() {\n\tvar tree = [];\n\twhile(true) {\n\t\t// Skip whitespace\n\t\tthis.skipWhitespace();\n\t\t// Check for the end of the text\n\t\tif(this.pos >= this.sourceLength) {\n\t\t\tbreak;\n\t\t}\n\t\t// Check if we've arrived at a pragma rule match\n\t\tvar nextMatch = this.findNextMatch(this.pragmaRules,this.pos);\n\t\t// If not, just exit\n\t\tif(!nextMatch || nextMatch.matchIndex !== this.pos) {\n\t\t\tbreak;\n\t\t}\n\t\t// Process the pragma rule\n\t\ttree.push.apply(tree,nextMatch.rule.parse());\n\t}\n\treturn tree;\n};\n\n/*\nParse a block from the current position\n\tterminatorRegExpString: optional regular expression string that identifies the end of plain paragraphs. Must not include capturing parenthesis\n*/\nWikiParser.prototype.parseBlock = function(terminatorRegExpString) {\n\tvar terminatorRegExp = terminatorRegExpString ? new RegExp(\"(\" + terminatorRegExpString + \"|\\\\r?\\\\n\\\\r?\\\\n)\",\"mg\") : /(\\r?\\n\\r?\\n)/mg;\n\tthis.skipWhitespace();\n\tif(this.pos >= this.sourceLength) {\n\t\treturn [];\n\t}\n\t// Look for a block rule that applies at the current position\n\tvar nextMatch = this.findNextMatch(this.blockRules,this.pos);\n\tif(nextMatch && nextMatch.matchIndex === this.pos) {\n\t\treturn nextMatch.rule.parse();\n\t}\n\t// Treat it as a paragraph if we didn't find a block rule\n\treturn [{type: \"element\", tag: \"p\", children: this.parseInlineRun(terminatorRegExp)}];\n};\n\n/*\nParse a series of blocks of text until a terminating regexp is encountered or the end of the text\n\tterminatorRegExpString: terminating regular expression\n*/\nWikiParser.prototype.parseBlocks = function(terminatorRegExpString) {\n\tif(terminatorRegExpString) {\n\t\treturn this.parseBlocksTerminated(terminatorRegExpString);\n\t} else {\n\t\treturn this.parseBlocksUnterminated();\n\t}\n};\n\n/*\nParse a block from the current position to the end of the text\n*/\nWikiParser.prototype.parseBlocksUnterminated = function() {\n\tvar tree = [];\n\twhile(this.pos < this.sourceLength) {\n\t\ttree.push.apply(tree,this.parseBlock());\n\t}\n\treturn tree;\n};\n\n/*\nParse blocks of text until a terminating regexp is encountered\n*/\nWikiParser.prototype.parseBlocksTerminated = function(terminatorRegExpString) {\n\tvar terminatorRegExp = new RegExp(\"(\" + terminatorRegExpString + \")\",\"mg\"),\n\t\ttree = [];\n\t// Skip any whitespace\n\tthis.skipWhitespace();\n\t// Check if we've got the end marker\n\tterminatorRegExp.lastIndex = this.pos;\n\tvar match = terminatorRegExp.exec(this.source);\n\t// Parse the text into blocks\n\twhile(this.pos < this.sourceLength && !(match && match.index === this.pos)) {\n\t\tvar blocks = this.parseBlock(terminatorRegExpString);\n\t\ttree.push.apply(tree,blocks);\n\t\t// Skip any whitespace\n\t\tthis.skipWhitespace();\n\t\t// Check if we've got the end marker\n\t\tterminatorRegExp.lastIndex = this.pos;\n\t\tmatch = terminatorRegExp.exec(this.source);\n\t}\n\tif(match && match.index === this.pos) {\n\t\tthis.pos = match.index + match[0].length;\n\t}\n\treturn tree;\n};\n\n/*\nParse a run of text at the current position\n\tterminatorRegExp: a regexp at which to stop the run\n\toptions: see below\nOptions available:\n\teatTerminator: move the parse position past any encountered terminator (default false)\n*/\nWikiParser.prototype.parseInlineRun = function(terminatorRegExp,options) {\n\tif(terminatorRegExp) {\n\t\treturn this.parseInlineRunTerminated(terminatorRegExp,options);\n\t} else {\n\t\treturn this.parseInlineRunUnterminated(options);\n\t}\n};\n\nWikiParser.prototype.parseInlineRunUnterminated = function(options) {\n\tvar tree = [];\n\t// Find the next occurrence of an inline rule\n\tvar nextMatch = this.findNextMatch(this.inlineRules,this.pos);\n\t// Loop around the matches until we've reached the end of the text\n\twhile(this.pos < this.sourceLength && nextMatch) {\n\t\t// Process the text preceding the run rule\n\t\tif(nextMatch.matchIndex > this.pos) {\n\t\t\ttree.push({type: \"text\", text: this.source.substring(this.pos,nextMatch.matchIndex)});\n\t\t\tthis.pos = nextMatch.matchIndex;\n\t\t}\n\t\t// Process the run rule\n\t\ttree.push.apply(tree,nextMatch.rule.parse());\n\t\t// Look for the next run rule\n\t\tnextMatch = this.findNextMatch(this.inlineRules,this.pos);\n\t}\n\t// Process the remaining text\n\tif(this.pos < this.sourceLength) {\n\t\ttree.push({type: \"text\", text: this.source.substr(this.pos)});\n\t}\n\tthis.pos = this.sourceLength;\n\treturn tree;\n};\n\nWikiParser.prototype.parseInlineRunTerminated = function(terminatorRegExp,options) {\n\toptions = options || {};\n\tvar tree = [];\n\t// Find the next occurrence of the terminator\n\tterminatorRegExp.lastIndex = this.pos;\n\tvar terminatorMatch = terminatorRegExp.exec(this.source);\n\t// Find the next occurrence of a inlinerule\n\tvar inlineRuleMatch = this.findNextMatch(this.inlineRules,this.pos);\n\t// Loop around until we've reached the end of the text\n\twhile(this.pos < this.sourceLength && (terminatorMatch || inlineRuleMatch)) {\n\t\t// Return if we've found the terminator, and it precedes any inline rule match\n\t\tif(terminatorMatch) {\n\t\t\tif(!inlineRuleMatch || inlineRuleMatch.matchIndex >= terminatorMatch.index) {\n\t\t\t\tif(terminatorMatch.index > this.pos) {\n\t\t\t\t\ttree.push({type: \"text\", text: this.source.substring(this.pos,terminatorMatch.index)});\n\t\t\t\t}\n\t\t\t\tthis.pos = terminatorMatch.index;\n\t\t\t\tif(options.eatTerminator) {\n\t\t\t\t\tthis.pos += terminatorMatch[0].length;\n\t\t\t\t}\n\t\t\t\treturn tree;\n\t\t\t}\n\t\t}\n\t\t// Process any inline rule, along with the text preceding it\n\t\tif(inlineRuleMatch) {\n\t\t\t// Preceding text\n\t\t\tif(inlineRuleMatch.matchIndex > this.pos) {\n\t\t\t\ttree.push({type: \"text\", text: this.source.substring(this.pos,inlineRuleMatch.matchIndex)});\n\t\t\t\tthis.pos = inlineRuleMatch.matchIndex;\n\t\t\t}\n\t\t\t// Process the inline rule\n\t\t\ttree.push.apply(tree,inlineRuleMatch.rule.parse());\n\t\t\t// Look for the next inline rule\n\t\t\tinlineRuleMatch = this.findNextMatch(this.inlineRules,this.pos);\n\t\t\t// Look for the next terminator match\n\t\t\tterminatorRegExp.lastIndex = this.pos;\n\t\t\tterminatorMatch = terminatorRegExp.exec(this.source);\n\t\t}\n\t}\n\t// Process the remaining text\n\tif(this.pos < this.sourceLength) {\n\t\ttree.push({type: \"text\", text: this.source.substr(this.pos)});\n\t}\n\tthis.pos = this.sourceLength;\n\treturn tree;\n};\n\n/*\nParse zero or more class specifiers `.classname`\n*/\nWikiParser.prototype.parseClasses = function() {\n\tvar classRegExp = /\\.([^\\s\\.]+)/mg,\n\t\tclassNames = [];\n\tclassRegExp.lastIndex = this.pos;\n\tvar match = classRegExp.exec(this.source);\n\twhile(match && match.index === this.pos) {\n\t\tthis.pos = match.index + match[0].length;\n\t\tclassNames.push(match[1]);\n\t\tvar match = classRegExp.exec(this.source);\n\t}\n\treturn classNames;\n};\n\n/*\nAmend the rules used by this instance of the parser\n\ttype: `only` keeps just the named rules, `except` keeps all but the named rules\n\tnames: array of rule names\n*/\nWikiParser.prototype.amendRules = function(type,names) {\n\tnames = names || [];\n\t// Define the filter function\n\tvar keepFilter;\n\tif(type === \"only\") {\n\t\tkeepFilter = function(name) {\n\t\t\treturn names.indexOf(name) !== -1;\n\t\t};\n\t} else if(type === \"except\") {\n\t\tkeepFilter = function(name) {\n\t\t\treturn names.indexOf(name) === -1;\n\t\t};\n\t} else {\n\t\treturn;\n\t}\n\t// Define a function to process each of our rule arrays\n\tvar processRuleArray = function(ruleArray) {\n\t\tfor(var t=ruleArray.length-1; t>=0; t--) {\n\t\t\tif(!keepFilter(ruleArray[t].rule.name)) {\n\t\t\t\truleArray.splice(t,1);\n\t\t\t}\n\t\t}\n\t};\n\t// Process each rule array\n\tprocessRuleArray(this.pragmaRules);\n\tprocessRuleArray(this.blockRules);\n\tprocessRuleArray(this.inlineRules);\n}\n\nexports[\"text/vnd.tiddlywiki\"] = WikiParser;\n\n})();\n\n",
"title": "$:/core/modules/parsers/wikiparser/wikiparser.js",
"type": "application/javascript",
"module-type": "parser"
},
"$:/core/modules/parsers/wikiparser/rules/wikirulebase.js": {
"text": "/*\\\ntitle: $:/core/modules/parsers/wikiparser/rules/wikirulebase.js\ntype: application/javascript\nmodule-type: global\n\nBase class for wiki parser rules\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nThis constructor is always overridden with a blank constructor, and so shouldn't be used\n*/\nvar WikiRuleBase = function() {\n};\n\n/*\nTo be overridden by individual rules\n*/\nWikiRuleBase.prototype.init = function(parser) {\n\tthis.parser = parser;\n};\n\n/*\nDefault implementation of findNextMatch uses RegExp matching\n*/\nWikiRuleBase.prototype.findNextMatch = function(startPos) {\n\tthis.matchRegExp.lastIndex = startPos;\n\tthis.match = this.matchRegExp.exec(this.parser.source);\n\treturn this.match ? this.match.index : undefined;\n};\n\nexports.WikiRuleBase = WikiRuleBase;\n\n})();\n",
"title": "$:/core/modules/parsers/wikiparser/rules/wikirulebase.js",
"type": "application/javascript",
"module-type": "global"
},
"$:/core/modules/pluginswitcher.js": {
"text": "/*\\\ntitle: $:/core/modules/pluginswitcher.js\ntype: application/javascript\nmodule-type: global\n\nManages switching plugins for themes and languages.\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\noptions:\nwiki: wiki store to be used\npluginType: type of plugin to be switched\ncontrollerTitle: title of tiddler used to control switching of this resource\ndefaultPlugins: array of default plugins to be used if nominated plugin isn't found\n*/\nfunction PluginSwitcher(options) {\n\tthis.wiki = options.wiki;\n\tthis.pluginType = options.pluginType;\n\tthis.controllerTitle = options.controllerTitle;\n\tthis.defaultPlugins = options.defaultPlugins || [];\n\t// Switch to the current plugin\n\tthis.switchPlugins();\n\t// Listen for changes to the selected plugin\n\tvar self = this;\n\tthis.wiki.addEventListener(\"change\",function(changes) {\n\t\tif($tw.utils.hop(changes,self.controllerTitle)) {\n\t\t\tself.switchPlugins();\n\t\t}\n\t});\n}\n\nPluginSwitcher.prototype.switchPlugins = function() {\n\t// Get the name of the current theme\n\tvar selectedPluginTitle = this.wiki.getTiddlerText(this.controllerTitle);\n\t// If it doesn't exist, then fallback to one of the default themes\n\tvar index = 0;\n\twhile(!this.wiki.getTiddler(selectedPluginTitle) && index < this.defaultPlugins.length) {\n\t\tselectedPluginTitle = this.defaultPlugins[index++];\n\t}\n\t// Accumulate the titles of the plugins that we need to load\n\tvar plugins = [],\n\t\tself = this,\n\t\taccumulatePlugin = function(title) {\n\t\t\tvar tiddler = self.wiki.getTiddler(title);\n\t\t\tif(tiddler && tiddler.isPlugin() && plugins.indexOf(title) === -1) {\n\t\t\t\tplugins.push(title);\n\t\t\t\tvar pluginInfo = JSON.parse(self.wiki.getTiddlerText(title)),\n\t\t\t\t\tdependents = $tw.utils.parseStringArray(tiddler.fields.dependents || \"\");\n\t\t\t\t$tw.utils.each(dependents,function(title) {\n\t\t\t\t\taccumulatePlugin(title);\n\t\t\t\t});\n\t\t\t}\n\t\t};\n\taccumulatePlugin(selectedPluginTitle);\n\t// Unregister any existing theme tiddlers\n\tvar unregisteredTiddlers = $tw.wiki.unregisterPluginTiddlers(this.pluginType);\n\t// Accumulate the titles of shadow tiddlers that have changed as a result of this switch\n\tvar changedTiddlers = {};\n\tthis.wiki.eachShadow(function(tiddler,title) {\n\t\tvar source = self.wiki.getShadowSource(title);\n\t\tif(unregisteredTiddlers.indexOf(source) !== -1) {\n\t\t\tchangedTiddlers[title] = true; // isDeleted?\n\t\t}\n\t});\n\t// Register any new theme tiddlers\n\tvar registeredTiddlers = $tw.wiki.registerPluginTiddlers(this.pluginType,plugins);\n\t// Unpack the current theme tiddlers\n\t$tw.wiki.unpackPluginTiddlers();\n\t// Accumulate the affected shadow tiddlers\n\tthis.wiki.eachShadow(function(tiddler,title) {\n\t\tvar source = self.wiki.getShadowSource(title);\n\t\tif(registeredTiddlers.indexOf(source) !== -1) {\n\t\t\tchangedTiddlers[title] = false; // isDeleted?\n\t\t}\n\t});\n\t// Issue change events for the modified tiddlers\n\t$tw.utils.each(changedTiddlers,function(status,title) {\n\t\tself.wiki.enqueueTiddlerEvent(title,status);\n\t});\n};\n\nexports.PluginSwitcher = PluginSwitcher;\n\n})();\n",
"title": "$:/core/modules/pluginswitcher.js",
"type": "application/javascript",
"module-type": "global"
},
"$:/core/modules/savers/andtidwiki.js": {
"text": "/*\\\ntitle: $:/core/modules/savers/andtidwiki.js\ntype: application/javascript\nmodule-type: saver\n\nHandles saving changes via the AndTidWiki Android app\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false, netscape: false, Components: false */\n\"use strict\";\n\nvar AndTidWiki = function(wiki) {\n};\n\nAndTidWiki.prototype.save = function(text,method,callback) {\n\t// Get the pathname of this document\n\tvar pathname = decodeURIComponent(document.location.toString().split(\"#\")[0]);\n\t// Strip the file://\n\tif(pathname.indexOf(\"file://\") === 0) {\n\t\tpathname = pathname.substr(7);\n\t}\n\t// Strip any query or location part\n\tvar p = pathname.indexOf(\"?\");\n\tif(p !== -1) {\n\t\tpathname = pathname.substr(0,p);\n\t}\n\tp = pathname.indexOf(\"#\");\n\tif(p !== -1) {\n\t\tpathname = pathname.substr(0,p);\n\t}\n\t// Save the file\n\twindow.twi.saveFile(pathname,text)\n\t// Call the callback\n\tcallback(null);\n\treturn true;\n};\n\n/*\nInformation about this saver\n*/\nAndTidWiki.prototype.info = {\n\tname: \"andtidwiki\",\n\tpriority: 1600,\n\tcapabilities: [\"save\", \"autosave\"]\n};\n\n/*\nStatic method that returns true if this saver is capable of working\n*/\nexports.canSave = function(wiki) {\n\treturn !!window.twi && !!window.twi.saveFile;\n};\n\n/*\nCreate an instance of this saver\n*/\nexports.create = function(wiki) {\n\treturn new AndTidWiki(wiki);\n};\n\n})();\n",
"title": "$:/core/modules/savers/andtidwiki.js",
"type": "application/javascript",
"module-type": "saver"
},
"$:/core/modules/savers/download.js": {
"text": "/*\\\ntitle: $:/core/modules/savers/download.js\ntype: application/javascript\nmodule-type: saver\n\nHandles saving changes via HTML5's download APIs\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nSelect the appropriate saver module and set it up\n*/\nvar DownloadSaver = function(wiki) {\n};\n\nDownloadSaver.prototype.save = function(text,method,callback) {\n\t// Get the current filename\n\tvar filename = \"tiddlywiki.html\",\n\t\tp = document.location.pathname.lastIndexOf(\"/\");\n\tif(p !== -1) {\n\t\tfilename = document.location.pathname.substr(p+1);\n\t}\n\t// Set up the link\n\tvar link = document.createElement(\"a\");\n\tlink.setAttribute(\"target\",\"_blank\");\n\tif(Blob !== undefined) {\n\t\tvar blob = new Blob([text], {type: \"text/html\"});\n\t\tlink.setAttribute(\"href\", URL.createObjectURL(blob));\n\t} else {\n\t\tlink.setAttribute(\"href\",\"data:text/html,\" + encodeURIComponent(text));\n\t}\n\tlink.setAttribute(\"download\",filename);\n\tdocument.body.appendChild(link);\n\tlink.click();\n\tdocument.body.removeChild(link);\n\treturn true;\n};\n\n/*\nInformation about this saver\n*/\nDownloadSaver.prototype.info = {\n\tname: \"download\",\n\tpriority: 100,\n\tcapabilities: [\"save\", \"download\"]\n};\n\n/*\nStatic method that returns true if this saver is capable of working\n*/\nexports.canSave = function(wiki) {\n\treturn document.createElement(\"a\").download !== undefined;\n};\n\n/*\nCreate an instance of this saver\n*/\nexports.create = function(wiki) {\n\treturn new DownloadSaver(wiki);\n};\n\n})();\n",
"title": "$:/core/modules/savers/download.js",
"type": "application/javascript",
"module-type": "saver"
},
"$:/core/modules/savers/fsosaver.js": {
"text": "/*\\\ntitle: $:/core/modules/savers/fsosaver.js\ntype: application/javascript\nmodule-type: saver\n\nHandles saving changes via MS FileSystemObject ActiveXObject\n\nNote: Since TiddlyWiki's markup contains the MOTW, the FileSystemObject normally won't be available. \nHowever, if the wiki is loaded as an .HTA file (Windows HTML Applications) then the FSO can be used.\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nSelect the appropriate saver module and set it up\n*/\nvar FSOSaver = function(wiki) {\n};\n\nFSOSaver.prototype.save = function(text,method,callback) {\n\t// Get the pathname of this document\n\tvar pathname = unescape(document.location.pathname);\n\t// Test for a Windows path of the form /x:\\blah...\n\tif(/^\\/[A-Z]\\:\\\\[^\\\\]+/i.test(pathname)) {\t// ie: ^/[a-z]:/[^/]+\n\t\t// Remove the leading slash\n\t\tpathname = pathname.substr(1);\n\t} else if(document.location.hostname !== \"\" && /^\\/\\\\[^\\\\]+\\\\[^\\\\]+/i.test(pathname)) {\t// test for \\\\server\\share\\blah... - ^/[^/]+/[^/]+\n\t\t// Remove the leading slash\n\t\tpathname = pathname.substr(1);\n\t\t// reconstruct UNC path\n\t\tpathname = \"\\\\\\\\\" + document.location.hostname + pathname;\n\t} else return false;\n\t\n\t// Save the file (as UTF-16)\n\tvar fso = new ActiveXObject(\"Scripting.FileSystemObject\");\n\tvar file = fso.OpenTextFile(pathname,2,-1,-1);\n\t\n\tfile.Write(text);\n\tfile.Close();\n\treturn true;\n};\n\n/*\nInformation about this saver\n*/\nFSOSaver.prototype.info = {\n\tname: \"FSOSaver\",\n\tpriority: 120,\n\tcapabilities: [\"save\", \"autosave\"]\n};\n\n/*\nStatic method that returns true if this saver is capable of working\n*/\nexports.canSave = function(wiki) {\n\ttry {\n\t\treturn (window.location.protocol === \"file:\") && !!(new ActiveXObject(\"Scripting.FileSystemObject\"));\n\t} catch(e) { return false; }\n};\n\n/*\nCreate an instance of this saver\n*/\nexports.create = function(wiki) {\n\treturn new FSOSaver(wiki);\n};\n\n})();\n",
"title": "$:/core/modules/savers/fsosaver.js",
"type": "application/javascript",
"module-type": "saver"
},
"$:/core/modules/savers/manualdownload.js": {
"text": "/*\\\ntitle: $:/core/modules/savers/manualdownload.js\ntype: application/javascript\nmodule-type: saver\n\nHandles saving changes via HTML5's download APIs\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n// Title of the tiddler containing the download message\nvar downloadInstructionsTitle = \"$:/language/Modals/Download\";\n\n/*\nSelect the appropriate saver module and set it up\n*/\nvar ManualDownloadSaver = function(wiki) {\n};\n\nManualDownloadSaver.prototype.save = function(text,method,callback) {\n\t$tw.modal.display(downloadInstructionsTitle,{\n\t\tdownloadLink: \"data:text/html,\" + encodeURIComponent(text)\n\t});\n\treturn true;\n};\n\n/*\nInformation about this saver\n*/\nManualDownloadSaver.prototype.info = {\n\tname: \"manualdownload\",\n\tpriority: 0,\n\tcapabilities: [\"save\", \"download\"]\n};\n\n/*\nStatic method that returns true if this saver is capable of working\n*/\nexports.canSave = function(wiki) {\n\treturn true;\n};\n\n/*\nCreate an instance of this saver\n*/\nexports.create = function(wiki) {\n\treturn new ManualDownloadSaver(wiki);\n};\n\n})();\n",
"title": "$:/core/modules/savers/manualdownload.js",
"type": "application/javascript",
"module-type": "saver"
},
"$:/core/modules/savers/msdownload.js": {
"text": "/*\\\ntitle: $:/core/modules/savers/msdownload.js\ntype: application/javascript\nmodule-type: saver\n\nHandles saving changes via window.navigator.msSaveBlob()\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nSelect the appropriate saver module and set it up\n*/\nvar MsDownloadSaver = function(wiki) {\n};\n\nMsDownloadSaver.prototype.save = function(text,method,callback) {\n\t// Get the current filename\n\tvar filename = \"tiddlywiki.html\",\n\t\tp = document.location.pathname.lastIndexOf(\"/\");\n\tif(p !== -1) {\n\t\tfilename = document.location.pathname.substr(p+1);\n\t}\n\t// Set up the link\n\tvar blob = new Blob([text], {type: \"text/html\"});\n\twindow.navigator.msSaveBlob(blob,filename);\n\treturn true;\n};\n\n/*\nInformation about this saver\n*/\nMsDownloadSaver.prototype.info = {\n\tname: \"msdownload\",\n\tpriority: 110,\n\tcapabilities: [\"save\", \"download\"]\n};\n\n/*\nStatic method that returns true if this saver is capable of working\n*/\nexports.canSave = function(wiki) {\n\treturn !!window.navigator.msSaveBlob;\n};\n\n/*\nCreate an instance of this saver\n*/\nexports.create = function(wiki) {\n\treturn new MsDownloadSaver(wiki);\n};\n\n})();\n",
"title": "$:/core/modules/savers/msdownload.js",
"type": "application/javascript",
"module-type": "saver"
},
"$:/core/modules/savers/tiddlyfox.js": {
"text": "/*\\\ntitle: $:/core/modules/savers/tiddlyfox.js\ntype: application/javascript\nmodule-type: saver\n\nHandles saving changes via the TiddlyFox file extension\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false, netscape: false, Components: false */\n\"use strict\";\n\nvar TiddlyFoxSaver = function(wiki) {\n};\n\nTiddlyFoxSaver.prototype.save = function(text,method,callback) {\n\tvar messageBox = document.getElementById(\"tiddlyfox-message-box\");\n\tif(messageBox) {\n\t\t// Get the pathname of this document\n\t\tvar pathname = document.location.toString().split(\"#\")[0];\n\t\t// Replace file://localhost/ with file:///\n\t\tif(pathname.indexOf(\"file://localhost/\") == 0) {\n\t\t\tpathname = \"file://\" + pathname.substr(16);\n\t\t}\n\t\t// Windows path file:///x:/blah/blah --> x:\\blah\\blah\n\t\tif(/^file\\:\\/\\/\\/[A-Z]\\:\\//i.test(pathname)) {\n\t\t\t// Remove the leading slash and convert slashes to backslashes\n\t\t\tpathname = pathname.substr(8).replace(/\\//g,\"\\\\\");\n\t\t// Firefox Windows network path file://///server/share/blah/blah --> //server/share/blah/blah\n\t\t} else if(pathname.indexOf(\"file://///\") === 0) {\n\t\t\tpathname = \"\\\\\\\\\" + unescape(pathname.substr(10)).replace(/\\//g,\"\\\\\");\n\t\t// Mac/Unix local path file:///path/path --> /path/path\n\t\t} else if(pathname.indexOf(\"file:///\") == 0) {\n\t\t\tpathname = unescape(pathname.substr(7));\n\t\t// Mac/Unix local path file:/path/path --> /path/path\n\t\t} else if(pathname.indexOf(\"file:/\") == 0) {\n\t\t\tpathname = unescape(pathname.substr(5));\n\t\t// Otherwise Windows networth path file://server/share/path/path --> \\\\server\\share\\path\\path\n\t\t} else {\n\t\t\tpathname = \"\\\\\\\\\" + unescape(pathname.substr(7)).replace(new RegExp(\"/\",\"g\"),\"\\\\\");\n\t\t}\n\t\t// Create the message element and put it in the message box\n\t\tvar message = document.createElement(\"div\");\nconsole.log(\"Pathname\",pathname);\n\t\tmessage.setAttribute(\"data-tiddlyfox-path\",decodeURIComponent(pathname));\n\t\tmessage.setAttribute(\"data-tiddlyfox-content\",text);\n\t\tmessageBox.appendChild(message);\n\t\t// Add an event handler for when the file has been saved\n\t\tmessage.addEventListener(\"tiddlyfox-have-saved-file\",function(event) {\n\t\t\tcallback(null);\n\t\t}, false);\n\t\t// Create and dispatch the custom event to the extension\n\t\tvar event = document.createEvent(\"Events\");\n\t\tevent.initEvent(\"tiddlyfox-save-file\",true,false);\n\t\tmessage.dispatchEvent(event);\n\t\treturn true;\n\t} else {\n\t\treturn false;\n\t}\n};\n\n/*\nInformation about this saver\n*/\nTiddlyFoxSaver.prototype.info = {\n\tname: \"tiddlyfox\",\n\tpriority: 1500,\n\tcapabilities: [\"save\", \"autosave\"]\n};\n\n/*\nStatic method that returns true if this saver is capable of working\n*/\nexports.canSave = function(wiki) {\n\treturn (window.location.protocol === \"file:\");\n};\n\n/*\nCreate an instance of this saver\n*/\nexports.create = function(wiki) {\n\treturn new TiddlyFoxSaver(wiki);\n};\n\n})();\n",
"title": "$:/core/modules/savers/tiddlyfox.js",
"type": "application/javascript",
"module-type": "saver"
},
"$:/core/modules/savers/tiddlyie.js": {
"text": "/*\\\ntitle: $:/core/modules/savers/tiddlyie.js\ntype: application/javascript\nmodule-type: saver\n\nHandles saving changes via Internet Explorer BHO extenion (TiddlyIE)\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nSelect the appropriate saver module and set it up\n*/\nvar TiddlyIESaver = function(wiki) {\n};\n\nTiddlyIESaver.prototype.save = function(text,method,callback) {\n\t// Check existence of TiddlyIE BHO extension (note: only works after document is complete)\n\tif(typeof(window.TiddlyIE) != \"undefined\") {\n\t\t// Get the pathname of this document\n\t\tvar pathname = unescape(document.location.pathname);\n\t\t// Test for a Windows path of the form /x:/blah...\n\t\tif(/^\\/[A-Z]\\:\\/[^\\/]+/i.test(pathname)) {\t// ie: ^/[a-z]:/[^/]+ (is this better?: ^/[a-z]:/[^/]+(/[^/]+)*\\.[^/]+ )\n\t\t\t// Remove the leading slash\n\t\t\tpathname = pathname.substr(1);\n\t\t\t// Convert slashes to backslashes\n\t\t\tpathname = pathname.replace(/\\//g,\"\\\\\");\n\t\t} else if(document.hostname !== \"\" && /^\\/[^\\/]+\\/[^\\/]+/i.test(pathname)) {\t// test for \\\\server\\share\\blah... - ^/[^/]+/[^/]+\n\t\t\t// Convert slashes to backslashes\n\t\t\tpathname = pathname.replace(/\\//g,\"\\\\\");\n\t\t\t// reconstruct UNC path\n\t\t\tpathname = \"\\\\\\\\\" + document.location.hostname + pathname;\n\t\t} else return false;\n\t\t\n\t\t// Prompt the user to save the file\n\t\twindow.TiddlyIE.save(pathname, text);\n\t\treturn true;\n\t} else {\n\t\treturn false;\n\t}\n};\n\n/*\nInformation about this saver\n*/\nTiddlyIESaver.prototype.info = {\n\tname: \"tiddlyiesaver\",\n\tpriority: 1500,\n\tcapabilities: [\"save\"]\n};\n\n/*\nStatic method that returns true if this saver is capable of working\n*/\nexports.canSave = function(wiki) {\n\treturn (window.location.protocol === \"file:\");\n};\n\n/*\nCreate an instance of this saver\n*/\nexports.create = function(wiki) {\n\treturn new TiddlyIESaver(wiki);\n};\n\n})();\n",
"title": "$:/core/modules/savers/tiddlyie.js",
"type": "application/javascript",
"module-type": "saver"
},
"$:/core/modules/savers/twedit.js": {
"text": "/*\\\ntitle: $:/core/modules/savers/twedit.js\ntype: application/javascript\nmodule-type: saver\n\nHandles saving changes via the TWEdit iOS app\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false, netscape: false, Components: false */\n\"use strict\";\n\nvar TWEditSaver = function(wiki) {\n};\n\nTWEditSaver.prototype.save = function(text,method,callback) {\n\t// Bail if we're not running under TWEdit\n\tif(typeof DeviceInfo !== \"object\") {\n\t\treturn false;\n\t}\n\t// Get the pathname of this document\n\tvar pathname = decodeURIComponent(document.location.pathname);\n\t// Strip any query or location part\n\tvar p = pathname.indexOf(\"?\");\n\tif(p !== -1) {\n\t\tpathname = pathname.substr(0,p);\n\t}\n\tp = pathname.indexOf(\"#\");\n\tif(p !== -1) {\n\t\tpathname = pathname.substr(0,p);\n\t}\n\t// Remove the leading \"/Documents\" from path\n\tvar prefix = \"/Documents\";\n\tif(pathname.indexOf(prefix) === 0) {\n\t\tpathname = pathname.substr(prefix.length);\n\t}\n\t// Error handler\n\tvar errorHandler = function(event) {\n \t// Error\n \tcallback(\"Error saving to TWEdit: \" + event.target.error.code);\n };\n\t// Get the file system\n window.requestFileSystem(LocalFileSystem.PERSISTENT,0,function(fileSystem) {\n \t// Now we've got the filesystem, get the fileEntry\n fileSystem.root.getFile(pathname, {create: true}, function(fileEntry) {\n \t// Now we've got the fileEntry, create the writer\n \tfileEntry.createWriter(function(writer) {\n\t\t writer.onerror = errorHandler;\n\t\t writer.onwrite = function() {\n\t\t \tcallback(null);\n\t\t };\n\t\t writer.position = 0;\n\t\t writer.write(text);\n \t},errorHandler);\n }, errorHandler);\n }, errorHandler);\n return true;\n};\n\n/*\nInformation about this saver\n*/\nTWEditSaver.prototype.info = {\n\tname: \"twedit\",\n\tpriority: 1600,\n\tcapabilities: [\"save\", \"autosave\"]\n};\n\n/*\nStatic method that returns true if this saver is capable of working\n*/\nexports.canSave = function(wiki) {\n\treturn true;\n};\n\n/*\nCreate an instance of this saver\n*/\nexports.create = function(wiki) {\n\treturn new TWEditSaver(wiki);\n};\n\n/////////////////////////// Hack\n// HACK: This ensures that TWEdit recognises us as a TiddlyWiki document\nif($tw.browser) {\n\twindow.version = {title: \"TiddlyWiki\"};\n}\n\n})();\n",
"title": "$:/core/modules/savers/twedit.js",
"type": "application/javascript",
"module-type": "saver"
},
"$:/core/modules/savers/upload.js": {
"text": "/*\\\ntitle: $:/core/modules/savers/upload.js\ntype: application/javascript\nmodule-type: saver\n\nHandles saving changes via upload to a server.\n\nDesigned to be compatible with BidiX's UploadPlugin at http://tiddlywiki.bidix.info/#UploadPlugin\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nSelect the appropriate saver module and set it up\n*/\nvar UploadSaver = function(wiki) {\n\tthis.wiki = wiki;\n};\n\nUploadSaver.prototype.save = function(text,method,callback) {\n\t// Get the various parameters we need\n\tvar backupDir = this.wiki.getTextReference(\"$:/UploadBackupDir\") || \".\",\n\t\tusername = this.wiki.getTextReference(\"$:/UploadName\"),\n\t\tpassword = $tw.utils.getPassword(\"upload\"),\n\t\tuploadDir = this.wiki.getTextReference(\"$:/UploadDir\") || \".\",\n\t\tuploadFilename = this.wiki.getTextReference(\"$:/UploadFilename\") || \"index.html\",\n\t\turl = this.wiki.getTextReference(\"$:/UploadURL\");\n\t// Bail out if we don't have the bits we need\n\tif(!username || username.toString().trim() === \"\" || !password || password.toString().trim() === \"\") {\n\t\treturn false;\n\t}\n\t// Construct the url if not provided\n\tif(!url) {\n\t\turl = \"http://\" + username + \".tiddlyspot.com/store.cgi\";\n\t}\n\t// Assemble the header\n\tvar boundary = \"---------------------------\" + \"AaB03x\";\t\n\tvar uploadFormName = \"UploadPlugin\";\n\tvar head = [];\n\thead.push(\"--\" + boundary + \"\\r\\nContent-disposition: form-data; name=\\\"UploadPlugin\\\"\\r\\n\");\n\thead.push(\"backupDir=\" + backupDir + \";user=\" + username + \";password=\" + password + \";uploaddir=\" + uploadDir + \";;\"); \n\thead.push(\"\\r\\n\" + \"--\" + boundary);\n\thead.push(\"Content-disposition: form-data; name=\\\"userfile\\\"; filename=\\\"\" + uploadFilename + \"\\\"\");\n\thead.push(\"Content-Type: text/html;charset=UTF-8\");\n\thead.push(\"Content-Length: \" + text.length + \"\\r\\n\");\n\thead.push(\"\");\n\t// Assemble the tail and the data itself\n\tvar tail = \"\\r\\n--\" + boundary + \"--\\r\\n\",\n\t\tdata = head.join(\"\\r\\n\") + text + tail;\n\t// Do the HTTP post\n\tvar http = new XMLHttpRequest();\n\thttp.open(\"POST\",url,true,username,password);\n\thttp.setRequestHeader(\"Content-Type\",\"multipart/form-data; ;charset=UTF-8; boundary=\" + boundary);\n\thttp.onreadystatechange = function() {\n\t\tif(http.readyState == 4 && http.status == 200) {\n\t\t\tif(http.responseText.substr(0,4) === \"0 - \") {\n\t\t\t\tcallback(null);\n\t\t\t} else {\n\t\t\t\tcallback(http.responseText);\n\t\t\t}\n\t\t}\n\t};\n\thttp.send(data);\n\t$tw.notifier.display(\"$:/language/Notifications/Save/Starting\");\n\treturn true;\n};\n\n/*\nInformation about this saver\n*/\nUploadSaver.prototype.info = {\n\tname: \"upload\",\n\tpriority: 2000,\n\tcapabilities: [\"save\", \"autosave\"]\n};\n\n/*\nStatic method that returns true if this saver is capable of working\n*/\nexports.canSave = function(wiki) {\n\treturn true;\n};\n\n/*\nCreate an instance of this saver\n*/\nexports.create = function(wiki) {\n\treturn new UploadSaver(wiki);\n};\n\n})();\n",
"title": "$:/core/modules/savers/upload.js",
"type": "application/javascript",
"module-type": "saver"
},
"$:/core/modules/startup/commands.js": {
"text": "/*\\\ntitle: $:/core/modules/startup/commands.js\ntype: application/javascript\nmodule-type: startup\n\nCommand processing\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n// Export name and synchronous status\nexports.name = \"commands\";\nexports.platforms = [\"node\"];\nexports.after = [\"story\"];\nexports.synchronous = false;\n\nexports.startup = function(callback) {\n\t// On the server, start a commander with the command line arguments\n\tvar commander = new $tw.Commander(\n\t\t$tw.boot.argv,\n\t\tfunction(err) {\n\t\t\tif(err) {\n\t\t\t\tconsole.log(\"Error: \" + err);\n\t\t\t}\n\t\t\tcallback();\n\t\t},\n\t\t$tw.wiki,\n\t\t{output: process.stdout, error: process.stderr}\n\t);\n\tcommander.execute();\n};\n\n})();\n",
"title": "$:/core/modules/startup/commands.js",
"type": "application/javascript",
"module-type": "startup"
},
"$:/core/modules/startup/favicon.js": {
"text": "/*\\\ntitle: $:/core/modules/startup/favicon.js\ntype: application/javascript\nmodule-type: startup\n\nFavicon handling\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n// Export name and synchronous status\nexports.name = \"favicon\";\nexports.platforms = [\"browser\"];\nexports.after = [\"startup\"];\nexports.synchronous = true;\n\t\t\n// Favicon tiddler\nvar FAVICON_TITLE = \"$:/favicon.ico\";\n\nexports.startup = function() {\n\t// Set up the favicon\n\tsetFavicon();\n\t// Reset the favicon when the tiddler changes\n\t$tw.wiki.addEventListener(\"change\",function(changes) {\n\t\tif($tw.utils.hop(changes,FAVICON_TITLE)) {\n\t\t\tsetFavicon();\n\t\t}\n\t});\n};\n\nfunction setFavicon() {\n\tvar tiddler = $tw.wiki.getTiddler(FAVICON_TITLE);\n\tif(tiddler) {\n\t\tvar faviconLink = document.getElementById(\"faviconLink\");\n\t\tfaviconLink.setAttribute(\"href\",\"data:\" + tiddler.fields.type + \";base64,\" + tiddler.fields.text);\n\t}\n};\n\n})();\n",
"title": "$:/core/modules/startup/favicon.js",
"type": "application/javascript",
"module-type": "startup"
},
"$:/core/modules/startup/load-modules.js": {
"text": "/*\\\ntitle: $:/core/modules/startup/load-modules.js\ntype: application/javascript\nmodule-type: startup\n\nLoad core modules\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n// Export name and synchronous status\nexports.name = \"load-modules\";\nexports.synchronous = true;\n\nexports.startup = function() {\n\t// Load modules\n\t$tw.modules.applyMethods(\"utils\",$tw.utils);\n\tif($tw.node && !$tw.browser) {\n\t\t$tw.modules.applyMethods(\"utils-node\",$tw.utils);\n\t}\n\t$tw.modules.applyMethods(\"global\",$tw);\n\t$tw.modules.applyMethods(\"config\",$tw.config);\n\t$tw.Tiddler.fieldModules = $tw.modules.getModulesByTypeAsHashmap(\"tiddlerfield\");\n\t$tw.modules.applyMethods(\"tiddlermethod\",$tw.Tiddler.prototype);\n\t$tw.modules.applyMethods(\"wikimethod\",$tw.Wiki.prototype);\n\t$tw.modules.applyMethods(\"tiddlerdeserializer\",$tw.Wiki.tiddlerDeserializerModules);\n\t$tw.macros = $tw.modules.getModulesByTypeAsHashmap(\"macro\");\n\t$tw.wiki.initParsers();\n\t$tw.Commander.initCommands();\n};\n\n})();\n",
"title": "$:/core/modules/startup/load-modules.js",
"type": "application/javascript",
"module-type": "startup"
},
"$:/core/modules/startup/password.js": {
"text": "/*\\\ntitle: $:/core/modules/startup/password.js\ntype: application/javascript\nmodule-type: startup\n\nPassword handling\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n// Export name and synchronous status\nexports.name = \"password\";\nexports.platforms = [\"browser\"];\nexports.after = [\"rootwidget\"];\nexports.synchronous = true;\n\nexports.startup = function() {\n\t$tw.rootWidget.addEventListener(\"tw-set-password\",function(event) {\n\t\t$tw.passwordPrompt.createPrompt({\n\t\t\tserviceName: \"Set a new password for this TiddlyWiki\",\n\t\t\tnoUserName: true,\n\t\t\tsubmitText: \"Set password\",\n\t\t\tcanCancel: true,\n\t\t\tcallback: function(data) {\n\t\t\t\tif(data) {\n\t\t\t\t\t$tw.crypto.setPassword(data.password);\n\t\t\t\t}\n\t\t\t\treturn true; // Get rid of the password prompt\n\t\t\t}\n\t\t});\n\t});\n\t$tw.rootWidget.addEventListener(\"tw-clear-password\",function(event) {\n\t\t$tw.crypto.setPassword(null);\n\t});\n\t// Ensure that $:/isEncrypted is maintained properly\n\t$tw.wiki.addEventListener(\"change\",function(changes) {\n\t\tif($tw.utils.hop(changes,\"$:/isEncrypted\")) {\n\t\t\t$tw.crypto.updateCryptoStateTiddler();\n\t\t}\n\t});\n};\n\n})();\n",
"title": "$:/core/modules/startup/password.js",
"type": "application/javascript",
"module-type": "startup"
},
"$:/core/modules/startup/render.js": {
"text": "/*\\\ntitle: $:/core/modules/startup/render.js\ntype: application/javascript\nmodule-type: startup\n\nTitle, stylesheet and page rendering\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n// Export name and synchronous status\nexports.name = \"render\";\nexports.platforms = [\"browser\"];\nexports.after = [\"story\"];\nexports.synchronous = true;\n\n// Default story and history lists\nvar PAGE_TITLE_TITLE = \"$:/core/wiki/title\"\nvar PAGE_STYLESHEET_TITLE = \"$:/core/ui/PageStylesheet\";\nvar PAGE_TEMPLATE_TITLE = \"$:/core/ui/PageTemplate\";\n\n// Time (in ms) that we defer refreshing changes to draft tiddlers\nvar DRAFT_TIDDLER_TIMEOUT = 400;\n\nexports.startup = function() {\n\t// Set up the title\n\t$tw.titleWidgetNode = $tw.wiki.makeTranscludeWidget(PAGE_TITLE_TITLE,{document: $tw.fakeDocument, parseAsInline: true});\n\t$tw.titleContainer = $tw.fakeDocument.createElement(\"div\");\n\t$tw.titleWidgetNode.render($tw.titleContainer,null);\n\tdocument.title = $tw.titleContainer.textContent;\n\t$tw.wiki.addEventListener(\"change\",function(changes) {\n\t\tif($tw.titleWidgetNode.refresh(changes,$tw.titleContainer,null)) {\n\t\t\tdocument.title = $tw.titleContainer.textContent;\n\t\t}\n\t});\n\t// Set up the styles\n\t$tw.styleWidgetNode = $tw.wiki.makeTranscludeWidget(PAGE_STYLESHEET_TITLE,{document: $tw.fakeDocument});\n\t$tw.styleContainer = $tw.fakeDocument.createElement(\"style\");\n\t$tw.styleWidgetNode.render($tw.styleContainer,null);\n\t$tw.styleElement = document.createElement(\"style\");\n\t$tw.styleElement.innerHTML = $tw.styleContainer.textContent;\n\tdocument.head.insertBefore($tw.styleElement,document.head.firstChild);\n\t$tw.wiki.addEventListener(\"change\",$tw.perf.report(\"styleRefresh\",function(changes) {\n\t\tif($tw.styleWidgetNode.refresh(changes,$tw.styleContainer,null)) {\n\t\t\t$tw.styleElement.innerHTML = $tw.styleContainer.textContent;\n\t\t}\n\t}));\n\t// Display the $:/core/ui/PageTemplate tiddler to kick off the display\n\t$tw.perf.report(\"mainRender\",function() {\n\t\t$tw.pageWidgetNode = $tw.wiki.makeTranscludeWidget(PAGE_TEMPLATE_TITLE,{document: document, parentWidget: $tw.rootWidget});\n\t\t$tw.pageContainer = document.createElement(\"div\");\n\t\t$tw.utils.addClass($tw.pageContainer,\"tw-page-container-wrapper\");\n\t\tdocument.body.insertBefore($tw.pageContainer,document.body.firstChild);\n\t\t$tw.pageWidgetNode.render($tw.pageContainer,null);\n\t})();\n\t// Prepare refresh mechanism\n\tvar deferredChanges = Object.create(null),\n\t\ttimerId;\n\tfunction refresh() {\n\t\t// Process the refresh\n\t\t$tw.pageWidgetNode.refresh(deferredChanges,$tw.pageContainer,null);\n\t\tdeferredChanges = Object.create(null);\n\t}\n\t// Add the change event handler\n\t$tw.wiki.addEventListener(\"change\",$tw.perf.report(\"mainRefresh\",function(changes) {\n\t\t// Check if only drafts have changed\n\t\tvar onlyDraftsHaveChanged = true;\n\t\tfor(var title in changes) {\n\t\t\tvar tiddler = $tw.wiki.getTiddler(title);\n\t\t\tif(!tiddler || !tiddler.hasField(\"draft.of\")) {\n\t\t\t\tonlyDraftsHaveChanged = false;\n\t\t\t}\n\t\t}\n\t\t// Defer the change if only drafts have changed\n\t\tif(timerId) {\n\t\t\tclearTimeout(timerId);\n\t\t}\n\t\ttimerId = null;\n\t\tif(onlyDraftsHaveChanged) {\n\t\t\ttimerId = setTimeout(refresh,DRAFT_TIDDLER_TIMEOUT);\n\t\t\t$tw.utils.extend(deferredChanges,changes);\n\t\t} else {\n\t\t\t$tw.utils.extend(deferredChanges,changes);\n\t\t\trefresh();\n\t\t}\n\t}));\n\t// Fix up the link between the root widget and the page container\n\t$tw.rootWidget.domNodes = [$tw.pageContainer];\n\t$tw.rootWidget.children = [$tw.pageWidgetNode];\n};\n\n})();\n",
"title": "$:/core/modules/startup/render.js",
"type": "application/javascript",
"module-type": "startup"
},
"$:/core/modules/startup/rootwidget.js": {
"text": "/*\\\ntitle: $:/core/modules/startup/rootwidget.js\ntype: application/javascript\nmodule-type: startup\n\nSetup the root widget and the core root widget handlers\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n// Export name and synchronous status\nexports.name = \"rootwidget\";\nexports.platforms = [\"browser\"];\nexports.after = [\"load-modules\"];\nexports.before = [\"story\"];\nexports.synchronous = true;\n\nvar widget = require(\"$:/core/modules/widgets/widget.js\");\n\nexports.startup = function() {\n\t// Create a root widget for attaching event handlers. By using it as the parentWidget for another widget tree, one can reuse the event handlers\n\t$tw.rootWidget = new widget.widget({\n\t\ttype: \"widget\",\n\t\tchildren: []\n\t},{\n\t\twiki: $tw.wiki,\n\t\tdocument: document\n\t});\n\t// Install the modal message mechanism\n\t$tw.modal = new $tw.utils.Modal($tw.wiki);\n\t$tw.rootWidget.addEventListener(\"tw-modal\",function(event) {\n\t\t$tw.modal.display(event.param);\n\t});\n\t// Install the notification mechanism\n\t$tw.notifier = new $tw.utils.Notifier($tw.wiki);\n\t$tw.rootWidget.addEventListener(\"tw-notify\",function(event) {\n\t\t$tw.notifier.display(event.param);\n\t});\n\t// Install the scroller\n\t$tw.pageScroller = new $tw.utils.PageScroller();\n\t$tw.rootWidget.addEventListener(\"tw-scroll\",function(event) {\n\t\t$tw.pageScroller.handleEvent(event);\n\t});\n\t// Install the save action handlers\n\t$tw.rootWidget.addEventListener(\"tw-save-wiki\",function(event) {\n\t\t$tw.syncer.saveWiki({\n\t\t\ttemplate: event.param,\n\t\t\tdownloadType: \"text/plain\"\n\t\t});\n\t});\n\t$tw.rootWidget.addEventListener(\"tw-auto-save-wiki\",function(event) {\n\t\t$tw.syncer.saveWiki({\n\t\t\tmethod: \"autosave\",\n\t\t\ttemplate: event.param,\n\t\t\tdownloadType: \"text/plain\"\n\t\t});\n\t});\n\t$tw.rootWidget.addEventListener(\"tw-download-file\",function(event) {\n\t\t$tw.syncer.saveWiki({\n\t\t\tmethod: \"download\",\n\t\t\ttemplate: event.param,\n\t\t\tdownloadType: \"text/plain\"\n\t\t});\n\t});\n\t// If we're being viewed on a data: URI then give instructions for how to save\n\tif(document.location.protocol === \"data:\") {\n\t\t$tw.rootWidget.dispatchEvent({\n\t\t\ttype: \"tw-modal\",\n\t\t\tparam: \"$:/language/Modals/SaveInstructions\"\n\t\t});\n\t}\n};\n\n})();\n",
"title": "$:/core/modules/startup/rootwidget.js",
"type": "application/javascript",
"module-type": "startup"
},
"$:/core/modules/startup/story.js": {
"text": "/*\\\ntitle: $:/core/modules/startup/story.js\ntype: application/javascript\nmodule-type: startup\n\nLoad core modules\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n// Export name and synchronous status\nexports.name = \"story\";\nexports.after = [\"startup\"];\nexports.synchronous = true;\n\n// Default story and history lists\nvar DEFAULT_STORY_TITLE = \"$:/StoryList\";\nvar DEFAULT_HISTORY_TITLE = \"$:/HistoryList\";\n\n// Default tiddlers\nvar DEFAULT_TIDDLERS_TITLE = \"$:/DefaultTiddlers\";\n\n// Config\nvar CONFIG_UPDATE_ADDRESS_BAR = \"$:/config/Navigation/UpdateAddressBar\"; // Can be \"no\", \"permalink\", \"permaview\"\nvar CONFIG_UPDATE_HISTORY = \"$:/config/Navigation/UpdateHistory\"; // Can be \"yes\" or \"no\"\n\nexports.startup = function() {\n\t// Open startup tiddlers\n\topenStartupTiddlers();\n\tif($tw.browser) {\n\t\t// Set up location hash update\n\t\t$tw.wiki.addEventListener(\"change\",function(changes) {\n\t\t\tif($tw.utils.hop(changes,DEFAULT_STORY_TITLE) || $tw.utils.hop(changes,DEFAULT_HISTORY_TITLE)) {\n\t\t\t\tupdateLocationHash();\n\t\t\t}\n\t\t});\n\t\t// Listen for changes to the browser location hash\n\t\twindow.addEventListener(\"hashchange\",function() {\n\t\t\tvar hash = $tw.utils.getLocationHash();\n\t\t\tif(hash !== $tw.locationHash) {\n\t\t\t\t$tw.locationHash = hash;\n\t\t\t\topenStartupTiddlers({defaultToCurrentStory: true});\n\t\t\t}\n\t\t},false)\n\t\t// Listen for the tw-home message\n\t\t$tw.rootWidget.addEventListener(\"tw-home\",function(event) {\n\t\t\tvar storyFilter = $tw.wiki.getTiddlerText(DEFAULT_TIDDLERS_TITLE),\n\t\t\t\tstoryList = $tw.wiki.filterTiddlers(storyFilter);\n\t\t\t$tw.wiki.addTiddler({title: DEFAULT_STORY_TITLE, text: \"\", list: storyList},$tw.wiki.getModificationFields());\n\t\t});\n\t}\n};\n\n/*\nProcess the location hash to open the specified tiddlers. Options:\ndefaultToCurrentStory: If true, the current story is retained as the default, instead of opening the default tiddlers\n*/\nfunction openStartupTiddlers(options) {\n\toptions = options || {};\n\t// Work out the target tiddler and the story filter. \"null\" means \"unspecified\"\n\tvar target = null,\n\t\tstoryFilter = null;\n\tif($tw.locationHash.length > 1) {\n\t\tvar hash = $tw.locationHash.substr(1),\n\t\t\tsplit = hash.indexOf(\":\");\n\t\tif(split === -1) {\n\t\t\ttarget = decodeURIComponent(hash.trim());\n\t\t} else {\n\t\t\ttarget = decodeURIComponent(hash.substr(0,split).trim());\n\t\t\tstoryFilter = decodeURIComponent(hash.substr(split + 1).trim());\n\t\t}\n\t}\n\t// If the story wasn't specified use the current tiddlers or a blank story\n\tif(storyFilter === null) {\n\t\tif(options.defaultToCurrentStory) {\n\t\t\tvar currStoryList = $tw.wiki.getTiddlerList(DEFAULT_STORY_TITLE);\n\t\t\tstoryFilter = $tw.utils.stringifyList(currStoryList);\n\t\t} else {\n\t\t\tif(target && target !== \"\") {\n\t\t\t\tstoryFilter = \"\";\n\t\t\t} else {\n\t\t\t\tstoryFilter = $tw.wiki.getTiddlerText(DEFAULT_TIDDLERS_TITLE);\n\t\t\t}\n\t\t}\n\t}\n\t// Process the story filter to get the story list\n\tvar storyList = $tw.wiki.filterTiddlers(storyFilter);\n\t// If the target tiddler isn't included then splice it in at the top\n\tif(target && storyList.indexOf(target) === -1) {\n\t\tstoryList.unshift(target);\n\t}\n\t// Save the story list\n\t$tw.wiki.addTiddler({title: DEFAULT_STORY_TITLE, text: \"\", list: storyList},$tw.wiki.getModificationFields());\n\t// If a target tiddler was specified add it to the history stack\n\tif(target && target !== \"\") {\n\t\t// The target tiddler doesn't need double square brackets, but we'll silently remove them if they're present\n\t\tif(target.indexOf(\"[[\") === 0 && target.substr(-2) === \"]]\") {\n\t\t\ttarget = target.substr(2,target.length - 4);\n\t\t}\n\t\t$tw.wiki.addToHistory(target);\n\t} else if(storyList.length > 0) {\n\t\t$tw.wiki.addToHistory(storyList[0]);\n\t}\n}\n\nfunction updateLocationHash() {\n\tvar updateAddressBar = $tw.wiki.getTiddlerText(CONFIG_UPDATE_ADDRESS_BAR,\"permaview\").trim();\n\tif(updateAddressBar !== \"no\") {\n\t\t// Get the story and the history stack\n\t\tvar storyList = $tw.wiki.getTiddlerList(DEFAULT_STORY_TITLE),\n\t\t\thistoryList = $tw.wiki.getTiddlerData(DEFAULT_HISTORY_TITLE,[]);\n\t\t\tvar targetTiddler = \"\";\n\t\t// The target tiddler is the one at the top of the stack\n\t\tif(historyList.length > 0) {\n\t\t\ttargetTiddler = historyList[historyList.length-1].title;\n\t\t}\n\t\t// Blank the target tiddler if it isn't present in the story\n\t\tif(storyList.indexOf(targetTiddler) === -1) {\n\t\t\ttargetTiddler = \"\";\n\t\t}\n\t\t// Assemble the location hash\n\t\tif(updateAddressBar === \"permalink\") {\n\t\t\t$tw.locationHash = \"#\" + encodeURIComponent(targetTiddler)\n\t\t} else {\n\t\t\t$tw.locationHash = \"#\" + encodeURIComponent(targetTiddler) + \":\" + encodeURIComponent($tw.utils.stringifyList(storyList));\n\t\t}\n\t\t// Only change the location hash if we must, thus avoiding unnecessary onhashchange events\n\t\tif($tw.utils.getLocationHash() !== $tw.locationHash) {\n\t\t\tif($tw.wiki.getTiddlerText(CONFIG_UPDATE_HISTORY,\"no\").trim() === \"yes\") {\n\t\t\t\t// Assign the location hash so that history is updated\n\t\t\t\twindow.location.hash = $tw.locationHash;\n\t\t\t} else {\n\t\t\t\t// We use replace so that browser history isn't affected\n\t\t\t\twindow.location.replace(window.location.toString().split(\"#\")[0] + $tw.locationHash);\n\t\t\t}\n\t\t}\n\t}\n}\n\n})();\n",
"title": "$:/core/modules/startup/story.js",
"type": "application/javascript",
"module-type": "startup"
},
"$:/core/modules/startup/syncer-browser.js": {
"text": "/*\\\ntitle: $:/core/modules/startup/syncer-browser.js\ntype: application/javascript\nmodule-type: startup\n\nStartup handling\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n// Export name and synchronous status\nexports.name = \"syncer-browser\";\nexports.platforms = [\"browser\"];\nexports.after = [\"rootwidget\"];\nexports.synchronous = true;\n\nexports.startup = function() {\n\t// Listen out for login/logout/refresh events in the browser\n\t$tw.rootWidget.addEventListener(\"tw-login\",function() {\n\t\t$tw.syncer.handleLoginEvent();\n\t});\n\t$tw.rootWidget.addEventListener(\"tw-logout\",function() {\n\t\t$tw.syncer.handleLogoutEvent();\n\t});\n\t$tw.rootWidget.addEventListener(\"tw-server-refresh\",function() {\n\t\t$tw.syncer.handleRefreshEvent();\n\t});\n};\n\n})();\n",
"title": "$:/core/modules/startup/syncer-browser.js",
"type": "application/javascript",
"module-type": "startup"
},
"$:/core/modules/startup.js": {
"text": "/*\\\ntitle: $:/core/modules/startup.js\ntype: application/javascript\nmodule-type: startup\n\nThis is the main application logic for both the client and server\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n// Export name and synchronous status\nexports.name = \"startup\";\nexports.after = [\"load-modules\"];\nexports.synchronous = true;\n\n// Set to `true` to enable performance instrumentation\nvar PERFORMANCE_INSTRUMENTATION = false;\n\nexports.startup = function() {\n\tvar modules,n,m,f;\n\tif($tw.browser) {\n\t\t$tw.browser.isIE = (/msie|trident/i.test(navigator.userAgent));\n\t}\n\t$tw.version = $tw.utils.extractVersionInfo();\n\t// Set up the performance framework\n\t$tw.perf = new $tw.Performance(PERFORMANCE_INSTRUMENTATION);\n\t// Kick off the language manager and switcher\n\t$tw.language = new $tw.Language();\n\t$tw.languageSwitcher = new $tw.PluginSwitcher({\n\t\twiki: $tw.wiki,\n\t\tpluginType: \"language\",\n\t\tcontrollerTitle: \"$:/language\",\n\t\tdefaultPlugins: [\n\t\t\t\"$:/languages/en-US\"\n\t\t]\n\t});\n\t// Kick off the theme manager\n\t$tw.themeManager = new $tw.PluginSwitcher({\n\t\twiki: $tw.wiki,\n\t\tpluginType: \"theme\",\n\t\tcontrollerTitle: \"$:/theme\",\n\t\tdefaultPlugins: [\n\t\t\t\"$:/themes/tiddlywiki/snowwhite\",\n\t\t\t\"$:/themes/tiddlywiki/vanilla\"\n\t\t]\n\t});\n\t// Clear outstanding tiddler store change events to avoid an unnecessary refresh cycle at startup\n\t$tw.wiki.clearTiddlerEventQueue();\n\t// Set up the syncer object\n\t$tw.syncer = new $tw.Syncer({wiki: $tw.wiki});\n\t// Host-specific startup\n\tif($tw.browser) {\n\t\t// Set up our beforeunload handler\n\t\twindow.addEventListener(\"beforeunload\",function(event) {\n\t\t\tvar confirmationMessage = undefined;\n\t\t\tif($tw.syncer.isDirty()) {\n\t\t\t\tconfirmationMessage = \"You have unsaved changes in TiddlyWiki\";\n\t\t\t\tevent.returnValue = confirmationMessage; // Gecko\n\t\t\t}\n\t\t\treturn confirmationMessage;\n\t\t});\n\t\t// Install the popup manager\n\t\t$tw.popup = new $tw.utils.Popup({\n\t\t\trootElement: document.body\n\t\t});\n\t\t// Install the animator\n\t\t$tw.anim = new $tw.utils.Animator();\n\t}\n};\n\n})();\n",
"title": "$:/core/modules/startup.js",
"type": "application/javascript",
"module-type": "startup"
},
"$:/core/modules/storyviews/classic.js": {
"text": "/*\\\ntitle: $:/core/modules/storyviews/classic.js\ntype: application/javascript\nmodule-type: storyview\n\nViews the story as a linear sequence\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nvar ClassicStoryView = function(listWidget) {\n\tthis.listWidget = listWidget;\n}\n\nClassicStoryView.prototype.navigateTo = function(historyInfo) {\n\tvar listElementIndex = this.listWidget.findListItem(0,historyInfo.title);\n\tif(listElementIndex === undefined) {\n\t\treturn;\n\t}\n\tvar listItemWidget = this.listWidget.children[listElementIndex],\n\t\ttargetElement = listItemWidget.findFirstDomNode();\n\t// Scroll the node into view\n\tthis.listWidget.dispatchEvent({type: \"tw-scroll\", target: targetElement});\n};\n\nClassicStoryView.prototype.insert = function(widget) {\n\tvar targetElement = widget.findFirstDomNode(),\n\t\tduration = $tw.utils.getAnimationDuration();\n\t// Get the current height of the tiddler\n\tvar computedStyle = window.getComputedStyle(targetElement),\n\t\tcurrMarginBottom = parseInt(computedStyle.marginBottom,10),\n\t\tcurrMarginTop = parseInt(computedStyle.marginTop,10),\n\t\tcurrHeight = targetElement.offsetHeight + currMarginTop;\n\t// Reset the margin once the transition is over\n\tsetTimeout(function() {\n\t\t$tw.utils.setStyle(targetElement,[\n\t\t\t{transition: \"none\"},\n\t\t\t{marginBottom: \"\"}\n\t\t]);\n\t},duration);\n\t// Set up the initial position of the element\n\t$tw.utils.setStyle(targetElement,[\n\t\t{transition: \"none\"},\n\t\t{marginBottom: (-currHeight) + \"px\"},\n\t\t{opacity: \"0.0\"}\n\t]);\n\t$tw.utils.forceLayout(targetElement);\n\t// Transition to the final position\n\t$tw.utils.setStyle(targetElement,[\n\t\t{transition: \"opacity \" + duration + \"ms ease-in-out, \" +\n\t\t\t\t\t\"margin-bottom \" + duration + \"ms ease-in-out\"},\n\t\t{marginBottom: currMarginBottom + \"px\"},\n\t\t{opacity: \"1.0\"}\n\t]);\n};\n\nClassicStoryView.prototype.remove = function(widget) {\n\tvar targetElement = widget.findFirstDomNode(),\n\t\tduration = $tw.utils.getAnimationDuration();\n\t// Get the current height of the tiddler\n\tvar currWidth = targetElement.offsetWidth,\n\t\tcomputedStyle = window.getComputedStyle(targetElement),\n\t\tcurrMarginBottom = parseInt(computedStyle.marginBottom,10),\n\t\tcurrMarginTop = parseInt(computedStyle.marginTop,10),\n\t\tcurrHeight = targetElement.offsetHeight + currMarginTop;\n\t// Remove the dom nodes of the widget at the end of the transition\n\tsetTimeout(function() {\n\t\twidget.removeChildDomNodes();\n\t},duration);\n\t// Animate the closure\n\t$tw.utils.setStyle(targetElement,[\n\t\t{transition: \"none\"},\n\t\t{transform: \"translateX(0px)\"},\n\t\t{marginBottom: currMarginBottom + \"px\"},\n\t\t{opacity: \"1.0\"}\n\t]);\n\t$tw.utils.forceLayout(targetElement);\n\t$tw.utils.setStyle(targetElement,[\n\t\t{transition: $tw.utils.roundTripPropertyName(\"transform\") + \" \" + duration + \"ms ease-in-out, \" +\n\t\t\t\t\t\"opacity \" + duration + \"ms ease-in-out, \" +\n\t\t\t\t\t\"margin-bottom \" + duration + \"ms ease-in-out\"},\n\t\t{transform: \"translateX(-\" + currWidth + \"px)\"},\n\t\t{marginBottom: (-currHeight) + \"px\"},\n\t\t{opacity: \"0.0\"}\n\t]);\n};\n\nexports.classic = ClassicStoryView;\n\n})();",
"title": "$:/core/modules/storyviews/classic.js",
"type": "application/javascript",
"module-type": "storyview"
},
"$:/core/modules/storyviews/pop.js": {
"text": "/*\\\ntitle: $:/core/modules/storyviews/pop.js\ntype: application/javascript\nmodule-type: storyview\n\nAnimates list insertions and removals\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nvar PopStoryView = function(listWidget) {\n\tthis.listWidget = listWidget;\n}\n\nPopStoryView.prototype.navigateTo = function(historyInfo) {\n\tvar listElementIndex = this.listWidget.findListItem(0,historyInfo.title);\n\tif(listElementIndex === undefined) {\n\t\treturn;\n\t}\n\tvar listItemWidget = this.listWidget.children[listElementIndex],\n\t\ttargetElement = listItemWidget.findFirstDomNode();\n\t// Scroll the node into view\n\tthis.listWidget.dispatchEvent({type: \"tw-scroll\", target: targetElement});\n};\n\nPopStoryView.prototype.insert = function(widget) {\n\tvar targetElement = widget.findFirstDomNode(),\n\t\tduration = $tw.utils.getAnimationDuration();\n\t// Reset once the transition is over\n\tsetTimeout(function() {\n\t\t$tw.utils.setStyle(targetElement,[\n\t\t\t{transition: \"none\"},\n\t\t\t{transform: \"none\"}\n\t\t]);\n\t},duration);\n\t// Set up the initial position of the element\n\t$tw.utils.setStyle(targetElement,[\n\t\t{transition: \"none\"},\n\t\t{transform: \"scale(2)\"},\n\t\t{opacity: \"0.0\"}\n\t]);\n\t$tw.utils.forceLayout(targetElement);\n\t// Transition to the final position\n\t$tw.utils.setStyle(targetElement,[\n\t\t{transition: $tw.utils.roundTripPropertyName(\"transform\") + \" \" + duration + \"ms ease-in-out, \" +\n\t\t\t\t\t\"opacity \" + duration + \"ms ease-in-out\"},\n\t\t{transform: \"scale(1)\"},\n\t\t{opacity: \"1.0\"}\n\t]);\n};\n\nPopStoryView.prototype.remove = function(widget) {\n\tvar targetElement = widget.findFirstDomNode(),\n\t\tduration = $tw.utils.getAnimationDuration();\n\t// Remove the element at the end of the transition\n\tsetTimeout(function() {\n\t\tif(targetElement.parentNode) {\n\t\t\twidget.removeChildDomNodes();\n\t\t}\n\t},duration);\n\t// Animate the closure\n\t$tw.utils.setStyle(targetElement,[\n\t\t{transition: \"none\"},\n\t\t{transform: \"scale(1)\"},\n\t\t{opacity: \"1.0\"}\n\t]);\n\t$tw.utils.forceLayout(targetElement);\n\t$tw.utils.setStyle(targetElement,[\n\t\t{transition: $tw.utils.roundTripPropertyName(\"transform\") + \" \" + duration + \"ms ease-in-out, \" +\n\t\t\t\t\t\"opacity \" + duration + \"ms ease-in-out\"},\n\t\t{transform: \"scale(0.1)\"},\n\t\t{opacity: \"0.0\"}\n\t]);\n};\n\nexports.pop = PopStoryView;\n\n})();\n",
"title": "$:/core/modules/storyviews/pop.js",
"type": "application/javascript",
"module-type": "storyview"
},
"$:/core/modules/storyviews/zoomin.js": {
"text": "/*\\\ntitle: $:/core/modules/storyviews/zoomin.js\ntype: application/javascript\nmodule-type: storyview\n\nZooms between individual tiddlers\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nvar ZoominListView = function(listWidget) {\n\tvar self = this;\n\tthis.listWidget = listWidget;\n\t// Get the index of the tiddler that is at the top of the history\n\tvar history = this.listWidget.wiki.getTiddlerData(this.listWidget.historyTitle,[]),\n\t\ttargetTiddler;\n\tif(history.length > 0) {\n\t\ttargetTiddler = history[history.length-1].title;\n\t}\n\t// Make all the tiddlers position absolute, and hide all but the top (or first) one\n\t$tw.utils.each(this.listWidget.children,function(itemWidget,index) {\n\t\tvar domNode = itemWidget.findFirstDomNode();\n\t\tif(targetTiddler !== itemWidget.parseTreeNode.itemTitle || (!targetTiddler && index)) {\n\t\t\tdomNode.style.display = \"none\";\n\t\t} else {\n\t\t\tself.currentTiddlerDomNode = domNode;\n\t\t}\n\t\tdomNode.style.position = \"absolute\";\n\t});\n};\n\nZoominListView.prototype.navigateTo = function(historyInfo) {\n\tvar duration = $tw.utils.getAnimationDuration(),\n\t\tlistElementIndex = this.listWidget.findListItem(0,historyInfo.title);\n\tif(listElementIndex === undefined) {\n\t\treturn;\n\t}\n\tvar listItemWidget = this.listWidget.children[listElementIndex],\n\t\ttargetElement = listItemWidget.findFirstDomNode();\n\t// Make the new tiddler be position absolute and visible so that we can measure it\n\t$tw.utils.setStyle(targetElement,[\n\t\t{position: \"absolute\"},\n\t\t{display: \"block\"},\n\t\t{transformOrigin: \"0 0\"},\n\t\t{transform: \"translateX(0px) translateY(0px) scale(1)\"},\n\t\t{transition: \"none\"},\n\t\t{opacity: \"0.0\"}\n\t]);\n\t// Get the position of the source node, or use the centre of the window as the source position\n\tvar sourceBounds = historyInfo.fromPageRect || {\n\t\t\tleft: window.innerWidth/2 - 2,\n\t\t\ttop: window.innerHeight/2 - 2,\n\t\t\twidth: window.innerWidth/8,\n\t\t\theight: window.innerHeight/8\n\t\t};\n\t// Try to find the title node in the target tiddler\n\tvar titleDomNode = findTitleDomNode(listItemWidget) || listItemWidget.findFirstDomNode(),\n\t\tzoomBounds = titleDomNode.getBoundingClientRect();\n\t// Compute the transform for the target tiddler to make the title lie over the source rectange\n\tvar targetBounds = targetElement.getBoundingClientRect(),\n\t\tscale = sourceBounds.width / zoomBounds.width,\n\t\tx = sourceBounds.left - targetBounds.left - (zoomBounds.left - targetBounds.left) * scale,\n\t\ty = sourceBounds.top - targetBounds.top - (zoomBounds.top - targetBounds.top) * scale;\n\t// Transform the target tiddler to its starting position\n\t$tw.utils.setStyle(targetElement,[\n\t\t{transform: \"translateX(\" + x + \"px) translateY(\" + y + \"px) scale(\" + scale + \")\"}\n\t]);\n\t// Force layout\n\t$tw.utils.forceLayout(targetElement);\n\t// Apply the ending transitions with a timeout to ensure that the previously applied transformations are applied first\n\tvar self = this,\n\t\tprevCurrentTiddler = this.currentTiddlerDomNode;\n\tthis.currentTiddlerDomNode = targetElement;\n\t// Transform the target tiddler to its natural size\n\t$tw.utils.setStyle(targetElement,[\n\t\t{transition: $tw.utils.roundTripPropertyName(\"transform\") + \" \" + duration + \"ms ease-in, opacity \" + duration + \"ms ease-in\"},\n\t\t{opacity: \"1.0\"},\n\t\t{transform: \"translateX(0px) translateY(0px) scale(1)\"},\n\t\t{zIndex: \"500\"},\n\t]);\n\t// Transform the previous tiddler out of the way and then hide it\n\tif(prevCurrentTiddler && prevCurrentTiddler !== targetElement) {\n\t\tvar scale = zoomBounds.width / sourceBounds.width;\n\t\tx = zoomBounds.left - targetBounds.left - (sourceBounds.left - targetBounds.left) * scale;\n\t\ty = zoomBounds.top - targetBounds.top - (sourceBounds.top - targetBounds.top) * scale;\n\t\t$tw.utils.setStyle(prevCurrentTiddler,[\n\t\t\t{transition: $tw.utils.roundTripPropertyName(\"transform\") + \" \" + duration + \"ms ease-in, opacity \" + duration + \"ms ease-in\"},\n\t\t\t{opacity: \"0.0\"},\n\t\t\t{transformOrigin: \"0 0\"},\n\t\t\t{transform: \"translateX(\" + x + \"px) translateY(\" + y + \"px) scale(\" + scale + \")\"},\n\t\t\t{zIndex: \"0\"}\n\t\t]);\n\t\t// Hide the tiddler when the transition has finished\n\t\tsetTimeout(function() {\n\t\t\tif(self.currentTiddlerDomNode !== prevCurrentTiddler) {\n\t\t\t\tprevCurrentTiddler.style.display = \"none\";\n\t\t\t}\n\t\t},duration);\n\t}\n\t// Scroll the target into view\n//\t$tw.pageScroller.scrollIntoView(targetElement);\n};\n\n/*\nFind the first child DOM node of a widget that has the class \"title\"\n*/\nfunction findTitleDomNode(widget,targetClass) {\n\ttargetClass = targetClass || \"title\";\n\tvar domNode = widget.findFirstDomNode();\n\tif(domNode && domNode.querySelector) {\n\t\treturn domNode.querySelector(\".\" + targetClass);\n\t}\n\treturn null;\n}\n\nZoominListView.prototype.insert = function(widget) {\n\tvar targetElement = widget.findFirstDomNode();\n\t// Make the newly inserted node position absolute and hidden\n\t$tw.utils.setStyle(targetElement,[\n\t\t{display: \"none\"},\n\t\t{position: \"absolute\"}\n\t]);\n};\n\nZoominListView.prototype.remove = function(widget) {\n\tvar targetElement = widget.findFirstDomNode(),\n\t\tduration = $tw.utils.getAnimationDuration();\n\t// Set up the tiddler that is being closed\n\t$tw.utils.setStyle(targetElement,[\n\t\t{position: \"absolute\"},\n\t\t{display: \"block\"},\n\t\t{transformOrigin: \"50% 50%\"},\n\t\t{transform: \"translateX(0px) translateY(0px) scale(1)\"},\n\t\t{transition: \"none\"},\n\t\t{zIndex: \"0\"}\n\t]);\n\t// We'll move back to the previous or next element in the story\n\tvar toWidget = widget.previousSibling();\n\tif(!toWidget) {\n\t\ttoWidget = widget.nextSibling();\n\t}\n\tvar toWidgetDomNode = toWidget && toWidget.findFirstDomNode();\n\t// Set up the tiddler we're moving back in\n\tif(toWidgetDomNode) {\n\t\t$tw.utils.setStyle(toWidgetDomNode,[\n\t\t\t{position: \"absolute\"},\n\t\t\t{display: \"block\"},\n\t\t\t{transformOrigin: \"50% 50%\"},\n\t\t\t{transform: \"translateX(0px) translateY(0px) scale(10)\"},\n\t\t\t{transition: $tw.utils.roundTripPropertyName(\"transform\") + \" \" + duration + \"ms ease-in, opacity \" + duration + \"ms ease-in\"},\n\t\t\t{opacity: \"0\"},\n\t\t\t{zIndex: \"500\"}\n\t\t]);\n\t\tthis.currentTiddlerDomNode = toWidgetDomNode;\n\t}\n\t// Animate them both\n\t// Force layout\n\t$tw.utils.forceLayout(this.listWidget.parentDomNode);\n\t// First, the tiddler we're closing\n\t$tw.utils.setStyle(targetElement,[\n\t\t{transformOrigin: \"50% 50%\"},\n\t\t{transform: \"translateX(0px) translateY(0px) scale(0.1)\"},\n\t\t{transition: $tw.utils.roundTripPropertyName(\"transform\") + \" \" + duration + \"ms ease-in, opacity \" + duration + \"ms ease-in\"},\n\t\t{opacity: \"0\"},\n\t\t{zIndex: \"0\"}\n\t]);\n\tsetTimeout(function() {\n\t\t// Delete the DOM node when the transition is over\n\t\twidget.removeChildDomNodes();\n\t},duration);\n\t// Now the tiddler we're going back to\n\tif(toWidgetDomNode) {\n\t\t$tw.utils.setStyle(toWidgetDomNode,[\n\t\t\t{transform: \"translateX(0px) translateY(0px) scale(1)\"},\n\t\t\t{opacity: \"1\"}\n\t\t]);\n\t}\n\treturn true; // Indicate that we'll delete the DOM node\n};\n\nexports.zoomin = ZoominListView;\n\n})();",
"title": "$:/core/modules/storyviews/zoomin.js",
"type": "application/javascript",
"module-type": "storyview"
},
"$:/core/modules/syncer.js": {
"text": "/*\\\ntitle: $:/core/modules/syncer.js\ntype: application/javascript\nmodule-type: global\n\nThe syncer tracks changes to the store. If a syncadaptor is used then individual tiddlers are synchronised through it. If there is no syncadaptor then the entire wiki is saved via saver modules.\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nInstantiate the syncer with the following options:\nwiki: wiki to be synced\n*/\nfunction Syncer(options) {\n\tvar self = this;\n\tthis.wiki = options.wiki;\n\t// Make a logger\n\tthis.logger = new $tw.utils.Logger(\"syncer\" + ($tw.browser ? \"-browser\" : \"\") + ($tw.node ? \"-server\" : \"\"));\n\t// Find a working syncadaptor\n\tthis.syncadaptor = undefined;\n\t$tw.modules.forEachModuleOfType(\"syncadaptor\",function(title,module) {\n\t\tif(!self.syncadaptor && module.adaptorClass) {\n\t\t\tself.syncadaptor = new module.adaptorClass(self);\n\t\t}\n\t});\n\t// Initialise our savers\n\tif($tw.browser) {\n\t\tthis.initSavers();\n\t}\n\t// Compile the dirty tiddler filter\n\tthis.filterFn = this.wiki.compileFilter(this.wiki.getTiddlerText(this.titleSyncFilter));\n\t// Record information for known tiddlers\n\tthis.readTiddlerInfo();\n\t// Tasks are {type: \"load\"/\"save\"/\"delete\", title:, queueTime:, lastModificationTime:}\n\tthis.taskQueue = {}; // Hashmap of tasks yet to be performed\n\tthis.taskInProgress = {}; // Hash of tasks in progress\n\tthis.taskTimerId = null; // Timer for task dispatch\n\tthis.pollTimerId = null; // Timer for polling server\n\t// Listen out for changes to tiddlers\n\tthis.wiki.addEventListener(\"change\",function(changes) {\n\t\tself.syncToServer(changes);\n\t});\n\t// Listen out for lazyLoad events\n\tif(this.syncadaptor) {\n\t\tthis.wiki.addEventListener(\"lazyLoad\",function(title) {\n\t\t\tself.handleLazyLoadEvent(title);\n\t\t});\n\t}\n\t// Get the login status\n\tthis.getStatus(function (err,isLoggedIn) {\n\t\t// Do a sync from the server\n\t\tself.syncFromServer();\n\t});\n}\n\n/*\nConstants\n*/\nSyncer.prototype.titleIsLoggedIn = \"$:/status/IsLoggedIn\";\nSyncer.prototype.titleUserName = \"$:/status/UserName\";\nSyncer.prototype.titleSyncFilter = \"$:/config/SyncFilter\";\nSyncer.prototype.titleAutoSave = \"$:/config/AutoSave\";\nSyncer.prototype.titleSavedNotification = \"$:/language/Notifications/Save/Done\";\nSyncer.prototype.taskTimerInterval = 1 * 1000; // Interval for sync timer\nSyncer.prototype.throttleInterval = 1 * 1000; // Defer saving tiddlers if they've changed in the last 1s...\nSyncer.prototype.fallbackInterval = 10 * 1000; // Unless the task is older than 10s\nSyncer.prototype.pollTimerInterval = 60 * 1000; // Interval for polling for changes from the adaptor\n\n/*\nRead (or re-read) the latest tiddler info from the store\n*/\nSyncer.prototype.readTiddlerInfo = function() {\n\t// Hashmap by title of {revision:,changeCount:,adaptorInfo:}\n\tthis.tiddlerInfo = {};\n\t// Record information for known tiddlers\n\tvar self = this,\n\t\ttiddlers = this.filterFn.call(this.wiki);\n\t$tw.utils.each(tiddlers,function(title) {\n\t\tvar tiddler = self.wiki.getTiddler(title);\n\t\tself.tiddlerInfo[title] = {\n\t\t\trevision: tiddler.fields[\"revision\"],\n\t\t\tadaptorInfo: self.syncadaptor && self.syncadaptor.getTiddlerInfo(tiddler),\n\t\t\tchangeCount: self.wiki.getChangeCount(title)\n\t\t}\n\t});\n};\n\n/*\nSelect the appropriate saver modules and set them up\n*/\nSyncer.prototype.initSavers = function(moduleType) {\n\tmoduleType = moduleType || \"saver\";\n\t// Instantiate the available savers\n\tthis.savers = [];\n\tvar self = this;\n\t$tw.modules.forEachModuleOfType(moduleType,function(title,module) {\n\t\tif(module.canSave(self)) {\n\t\t\tself.savers.push(module.create(self.wiki));\n\t\t}\n\t});\n\t// Sort the savers into priority order\n\tthis.savers.sort(function(a,b) {\n\t\tif(a.info.priority < b.info.priority) {\n\t\t\treturn -1;\n\t\t} else {\n\t\t\tif(a.info.priority > b.info.priority) {\n\t\t\t\treturn +1;\n\t\t\t} else {\n\t\t\t\treturn 0;\n\t\t\t}\n\t\t}\n\t});\n};\n\n/*\nSave the wiki contents. Options are:\n\tmethod: \"save\" or \"download\"\n\ttemplate: the tiddler containing the template to save\n\tdownloadType: the content type for the saved file\n*/\nSyncer.prototype.saveWiki = function(options) {\n\toptions = options || {};\n\tvar self = this,\n\t\tmethod = options.method || \"save\",\n\t\ttemplate = options.template || \"$:/core/save/all\",\n\t\tdownloadType = options.downloadType || \"text/plain\",\n\t\ttext = this.wiki.renderTiddler(downloadType,template),\n\t\tcallback = function(err) {\n\t\t\tif(err) {\n\t\t\t\talert(\"Error while saving:\\n\\n\" + err);\n\t\t\t} else {\n\t\t\t\t$tw.notifier.display(self.titleSavedNotification);\n\t\t\t\tif(options.callback) {\n\t\t\t\t\toptions.callback();\n\t\t\t\t}\n\t\t\t}\n\t\t};\n\t// Ignore autosave if we've got a syncadaptor or autosave is disabled\n\tif(method === \"autosave\") {\n\t\tif(this.syncadaptor || this.wiki.getTiddlerText(this.titleAutoSave,\"yes\") !== \"yes\") {\n\t\t\treturn false;\n\t\t}\n\t}\n\t// Call the highest priority saver that supports this method\n\tfor(var t=this.savers.length-1; t>=0; t--) {\n\t\tvar saver = this.savers[t];\n\t\tif(saver.info.capabilities.indexOf(method) !== -1 && saver.save(text,method,callback)) {\n\t\t\tthis.logger.log(\"Saving wiki with method\",method,\"through saver\",saver.info.name);\n\t\t\t// Clear the task queue if we're saving (rather than downloading)\n\t\t\tif(method !== \"download\") {\n\t\t\t\tthis.readTiddlerInfo();\n\t\t\t\tthis.taskQueue = {};\n\t\t\t}\n\t\t\treturn true;\n\t\t}\n\t}\n\treturn false;\n};\n\n/*\nChecks whether the wiki is dirty (ie the window shouldn't be closed)\n*/\nSyncer.prototype.isDirty = function() {\n\treturn (this.numTasksInQueue() > 0) || (this.numTasksInProgress() > 0);\n};\n\n/*\nSave an incoming tiddler in the store, and updates the associated tiddlerInfo\n*/\nSyncer.prototype.storeTiddler = function(tiddlerFields) {\n\t// Save the tiddler\n\tvar tiddler = new $tw.Tiddler(this.wiki.getTiddler(tiddlerFields.title),tiddlerFields);\n\tthis.wiki.addTiddler(tiddler);\n\t// Save the tiddler revision and changeCount details\n\tthis.tiddlerInfo[tiddlerFields.title] = {\n\t\trevision: tiddlerFields.revision,\n\t\tadaptorInfo: this.syncadaptor.getTiddlerInfo(tiddler),\n\t\tchangeCount: this.wiki.getChangeCount(tiddlerFields.title)\n\t};\n};\n\nSyncer.prototype.getStatus = function(callback) {\n\tvar self = this;\n\t// Check if the adaptor supports getStatus()\n\tif(this.syncadaptor && this.syncadaptor.getStatus) {\n\t\t// Mark us as not logged in\n\t\tthis.wiki.addTiddler({title: this.titleIsLoggedIn,text: \"no\"});\n\t\t// Get login status\n\t\tthis.syncadaptor.getStatus(function(err,isLoggedIn,username) {\n\t\t\tif(err) {\n\t\t\t\tself.logger.alert(err);\n\t\t\t\treturn;\n\t\t\t}\n\t\t\t// Set the various status tiddlers\n\t\t\tself.wiki.addTiddler({title: self.titleIsLoggedIn,text: isLoggedIn ? \"yes\" : \"no\"});\n\t\t\tif(isLoggedIn) {\n\t\t\t\tself.wiki.addTiddler({title: self.titleUserName,text: username || \"\"});\n\t\t\t} else {\n\t\t\t\tself.wiki.deleteTiddler(self.titleUserName);\n\t\t\t}\n\t\t\t// Invoke the callback\n\t\t\tif(callback) {\n\t\t\t\tcallback(err,isLoggedIn,username);\n\t\t\t}\n\t\t});\n\t} else {\n\t\tcallback(null,true,\"UNAUTHENTICATED\");\n\t}\n};\n\n/*\nSynchronise from the server by reading the skinny tiddler list and queuing up loads for any tiddlers that we don't already have up to date\n*/\nSyncer.prototype.syncFromServer = function() {\n\tif(this.syncadaptor && this.syncadaptor.getSkinnyTiddlers) {\n\t\tthis.logger.log(\"Retrieving skinny tiddler list\");\n\t\tvar self = this;\n\t\tif(this.pollTimerId) {\n\t\t\tclearTimeout(this.pollTimerId);\n\t\t\tthis.pollTimerId = null;\n\t\t}\n\t\tthis.syncadaptor.getSkinnyTiddlers(function(err,tiddlers) {\n\t\t\t// Trigger another sync\n\t\t\tself.pollTimerId = setTimeout(function() {\n\t\t\t\tself.pollTimerId = null;\n\t\t\t\tself.syncFromServer.call(self);\n\t\t\t},self.pollTimerInterval);\n\t\t\t// Check for errors\n\t\t\tif(err) {\n\t\t\t\tself.logger.alert(\"Error retrieving skinny tiddler list:\",err);\n\t\t\t\treturn;\n\t\t\t}\n\t\t\t// Process each incoming tiddler\n\t\t\tfor(var t=0; t<tiddlers.length; t++) {\n\t\t\t\t// Get the incoming tiddler fields, and the existing tiddler\n\t\t\t\tvar tiddlerFields = tiddlers[t],\n\t\t\t\t\tincomingRevision = tiddlerFields.revision + \"\",\n\t\t\t\t\ttiddler = self.wiki.getTiddler(tiddlerFields.title),\n\t\t\t\t\ttiddlerInfo = self.tiddlerInfo[tiddlerFields.title],\n\t\t\t\t\tcurrRevision = tiddlerInfo ? tiddlerInfo.revision : null;\n\t\t\t\t// Ignore the incoming tiddler if it's the same as the revision we've already got\n\t\t\t\tif(currRevision !== incomingRevision) {\n\t\t\t\t\t// Do a full load if we've already got a fat version of the tiddler\n\t\t\t\t\tif(tiddler && tiddler.fields.text !== undefined) {\n\t\t\t\t\t\t// Do a full load of this tiddler\n\t\t\t\t\t\tself.enqueueSyncTask({\n\t\t\t\t\t\t\ttype: \"load\",\n\t\t\t\t\t\t\ttitle: tiddlerFields.title\n\t\t\t\t\t\t});\n\t\t\t\t\t} else {\n\t\t\t\t\t\t// Load the skinny version of the tiddler\n\t\t\t\t\t\tself.storeTiddler(tiddlerFields);\n\t\t\t\t\t}\n\t\t\t\t}\n\t\t\t}\n\t\t});\n\t}\n};\n\n/*\nSynchronise a set of changes to the server\n*/\nSyncer.prototype.syncToServer = function(changes) {\n\tvar self = this,\n\t\tnow = Date.now(),\n\t\tfilteredChanges = this.filterFn.call(this.wiki,function(callback) {\n\t\t\t$tw.utils.each(changes,function(change,title) {\n\t\t\t\tvar tiddler = self.wiki.getTiddler(title);\n\t\t\t\tcallback(tiddler,title);\n\t\t\t});\n\t\t});\n\t$tw.utils.each(changes,function(change,title,object) {\n\t\t// Process the change if it is a deletion of a tiddler we're already syncing, or is on the filtered change list\n\t\tif((change.deleted && $tw.utils.hop(self.tiddlerInfo,title)) || filteredChanges.indexOf(title) !== -1) {\n\t\t\t// Queue a task to sync this tiddler\n\t\t\tself.enqueueSyncTask({\n\t\t\t\ttype: change.deleted ? \"delete\" : \"save\",\n\t\t\t\ttitle: title\n\t\t\t});\n\t\t}\n\t});\n};\n\n/*\nLazily load a skinny tiddler if we can\n*/\nSyncer.prototype.handleLazyLoadEvent = function(title) {\n\t// Queue up a sync task to load this tiddler\n\tthis.enqueueSyncTask({\n\t\ttype: \"load\",\n\t\ttitle: title\n\t});\n};\n\n/*\nDispay a password prompt and allow the user to login\n*/\nSyncer.prototype.handleLoginEvent = function() {\n\tvar self = this;\n\tthis.getStatus(function(err,isLoggedIn,username) {\n\t\tif(!isLoggedIn) {\n\t\t\t$tw.passwordPrompt.createPrompt({\n\t\t\t\tserviceName: \"Login to TiddlySpace\",\n\t\t\t\tcallback: function(data) {\n\t\t\t\t\tself.login(data.username,data.password,function(err,isLoggedIn) {\n\t\t\t\t\t\tself.syncFromServer();\n\t\t\t\t\t});\n\t\t\t\t\treturn true; // Get rid of the password prompt\n\t\t\t\t}\n\t\t\t});\n\t\t}\n\t});\n};\n\n/*\nAttempt to login to TiddlyWeb.\n\tusername: username\n\tpassword: password\n\tcallback: invoked with arguments (err,isLoggedIn)\n*/\nSyncer.prototype.login = function(username,password,callback) {\n\tthis.logger.log(\"Attempting to login as\",username);\n\tvar self = this;\n\tif(this.syncadaptor.login) {\n\t\tthis.syncadaptor.login(username,password,function(err) {\n\t\t\tif(err) {\n\t\t\t\treturn callback(err);\n\t\t\t}\n\t\t\tself.getStatus(function(err,isLoggedIn,username) {\n\t\t\t\tif(callback) {\n\t\t\t\t\tcallback(null,isLoggedIn);\n\t\t\t\t}\n\t\t\t});\n\t\t});\n\t} else {\n\t\tcallback(null,true);\n\t}\n};\n\n/*\nAttempt to log out of TiddlyWeb\n*/\nSyncer.prototype.handleLogoutEvent = function() {\n\tthis.logger.log(\"Attempting to logout\");\n\tvar self = this;\n\tif(this.syncadaptor.logout) {\n\t\tthis.syncadaptor.logout(function(err) {\n\t\t\tif(err) {\n\t\t\t\tself.logger.alert(err);\n\t\t\t} else {\n\t\t\t\tself.getStatus();\n\t\t\t}\n\t\t});\n\t}\n};\n\n/*\nImmediately refresh from the server\n*/\nSyncer.prototype.handleRefreshEvent = function() {\n\tthis.syncFromServer();\n};\n\n/*\nQueue up a sync task. If there is already a pending task for the tiddler, just update the last modification time\n*/\nSyncer.prototype.enqueueSyncTask = function(task) {\n\tvar self = this,\n\t\tnow = Date.now();\n\t// Set the timestamps on this task\n\ttask.queueTime = now;\n\ttask.lastModificationTime = now;\n\t// Fill in some tiddlerInfo if the tiddler is one we haven't seen before\n\tif(!$tw.utils.hop(this.tiddlerInfo,task.title)) {\n\t\tthis.tiddlerInfo[task.title] = {\n\t\t\trevision: null,\n\t\t\tadaptorInfo: {},\n\t\t\tchangeCount: -1\n\t\t}\n\t}\n\t// Bail if this is a save and the tiddler is already at the changeCount that the server has\n\tif(task.type === \"save\" && this.wiki.getChangeCount(task.title) <= this.tiddlerInfo[task.title].changeCount) {\n\t\treturn;\n\t}\n\t// Check if this tiddler is already in the queue\n\tif($tw.utils.hop(this.taskQueue,task.title)) {\n\t\t// this.logger.log(\"Re-queueing up sync task with type:\",task.type,\"title:\",task.title);\n\t\tvar existingTask = this.taskQueue[task.title];\n\t\t// If so, just update the last modification time\n\t\texistingTask.lastModificationTime = task.lastModificationTime;\n\t\t// If the new task is a save then we upgrade the existing task to a save. Thus a pending load is turned into a save if the tiddler changes locally in the meantime. But a pending save is not modified to become a load\n\t\tif(task.type === \"save\" || task.type === \"delete\") {\n\t\t\texistingTask.type = task.type;\n\t\t}\n\t} else {\n\t\t// this.logger.log(\"Queuing up sync task with type:\",task.type,\"title:\",task.title);\n\t\t// If it is not in the queue, insert it\n\t\tthis.taskQueue[task.title] = task;\n\t}\n\t// Process the queue\n\tif(this.syncadaptor) {\n\t\t$tw.utils.nextTick(function() {self.processTaskQueue.call(self);});\n\t}\n};\n\n/*\nReturn the number of tasks in progress\n*/\nSyncer.prototype.numTasksInProgress = function() {\n\treturn $tw.utils.count(this.taskInProgress);\n};\n\n/*\nReturn the number of tasks in the queue\n*/\nSyncer.prototype.numTasksInQueue = function() {\n\treturn $tw.utils.count(this.taskQueue);\n};\n\n/*\nTrigger a timeout if one isn't already outstanding\n*/\nSyncer.prototype.triggerTimeout = function() {\n\tvar self = this;\n\tif(!this.taskTimerId) {\n\t\tthis.taskTimerId = setTimeout(function() {\n\t\t\tself.taskTimerId = null;\n\t\t\tself.processTaskQueue.call(self);\n\t\t},self.taskTimerInterval);\n\t}\n};\n\n/*\nProcess the task queue, performing the next task if appropriate\n*/\nSyncer.prototype.processTaskQueue = function() {\n\tvar self = this;\n\t// Only process a task if we're not already performing a task. If we are already performing a task then we'll dispatch the next one when it completes\n\tif(this.numTasksInProgress() === 0) {\n\t\t// Choose the next task to perform\n\t\tvar task = this.chooseNextTask();\n\t\t// Perform the task if we had one\n\t\tif(task) {\n\t\t\t// Remove the task from the queue and add it to the in progress list\n\t\t\tdelete this.taskQueue[task.title];\n\t\t\tthis.taskInProgress[task.title] = task;\n\t\t\t// Dispatch the task\n\t\t\tthis.dispatchTask(task,function(err) {\n\t\t\t\tif(err) {\n\t\t\t\t\tself.logger.alert(\"Sync error while processing '\" + task.title + \"':\\n\" + err);\n\t\t\t\t}\n\t\t\t\t// Mark that this task is no longer in progress\n\t\t\t\tdelete self.taskInProgress[task.title];\n\t\t\t\t// Process the next task\n\t\t\t\tself.processTaskQueue.call(self);\n\t\t\t});\n\t\t} else {\n\t\t\t// Make sure we've set a time if there wasn't a task to perform, but we've still got tasks in the queue\n\t\t\tif(this.numTasksInQueue() > 0) {\n\t\t\t\tthis.triggerTimeout();\n\t\t\t}\n\t\t}\n\t}\n};\n\n/*\nChoose the next applicable task\n*/\nSyncer.prototype.chooseNextTask = function() {\n\tvar self = this,\n\t\tcandidateTask = null,\n\t\tnow = Date.now();\n\t// Select the best candidate task\n\t$tw.utils.each(this.taskQueue,function(task,title) {\n\t\t// Exclude the task if there's one of the same name in progress\n\t\tif($tw.utils.hop(self.taskInProgress,title)) {\n\t\t\treturn;\n\t\t}\n\t\t// Exclude the task if it is a save and the tiddler has been modified recently, but not hit the fallback time\n\t\tif(task.type === \"save\" && (now - task.lastModificationTime) < self.throttleInterval &&\n\t\t\t(now - task.queueTime) < self.fallbackInterval) {\n\t\t\treturn;\t\n\t\t}\n\t\t// Exclude the task if it is newer than the current best candidate\n\t\tif(candidateTask && candidateTask.queueTime < task.queueTime) {\n\t\t\treturn;\n\t\t}\n\t\t// Now this is our best candidate\n\t\tcandidateTask = task;\n\t});\n\treturn candidateTask;\n};\n\n/*\nDispatch a task and invoke the callback\n*/\nSyncer.prototype.dispatchTask = function(task,callback) {\n\tvar self = this;\n\tif(task.type === \"save\") {\n\t\tvar changeCount = this.wiki.getChangeCount(task.title),\n\t\t\ttiddler = this.wiki.getTiddler(task.title);\n\t\tthis.logger.log(\"Dispatching 'save' task:\",task.title);\n\t\tif(tiddler) {\n\t\t\tthis.syncadaptor.saveTiddler(tiddler,function(err,adaptorInfo,revision) {\n\t\t\t\tif(err) {\n\t\t\t\t\treturn callback(err);\n\t\t\t\t}\n\t\t\t\t// Adjust the info stored about this tiddler\n\t\t\t\tself.tiddlerInfo[task.title] = {\n\t\t\t\t\tchangeCount: changeCount,\n\t\t\t\t\tadaptorInfo: adaptorInfo,\n\t\t\t\t\trevision: revision\n\t\t\t\t};\n\t\t\t\t// Invoke the callback\n\t\t\t\tcallback(null);\n\t\t\t});\n\t\t} else {\n\t\t\tthis.logger.log(\" Not Dispatching 'save' task:\",task.title,\"tiddler does not exist\");\n\t\t\treturn callback(null);\n\t\t}\n\t} else if(task.type === \"load\") {\n\t\t// Load the tiddler\n\t\tthis.logger.log(\"Dispatching 'load' task:\",task.title);\n\t\tthis.syncadaptor.loadTiddler(task.title,function(err,tiddlerFields) {\n\t\t\tif(err) {\n\t\t\t\treturn callback(err);\n\t\t\t}\n\t\t\t// Store the tiddler\n\t\t\tif(tiddlerFields) {\n\t\t\t\tself.storeTiddler(tiddlerFields);\n\t\t\t}\n\t\t\t// Invoke the callback\n\t\t\tcallback(null);\n\t\t});\n\t} else if(task.type === \"delete\") {\n\t\t// Delete the tiddler\n\t\tthis.logger.log(\"Dispatching 'delete' task:\",task.title);\n\t\tthis.syncadaptor.deleteTiddler(task.title,function(err) {\n\t\t\tif(err) {\n\t\t\t\treturn callback(err);\n\t\t\t}\n\t\t\t// Invoke the callback\n\t\t\tcallback(null);\n\t\t});\n\t}\n};\n\nexports.Syncer = Syncer;\n\n})();\n",
"title": "$:/core/modules/syncer.js",
"type": "application/javascript",
"module-type": "global"
},
"$:/core/modules/tiddler.js": {
"text": "/*\\\ntitle: $:/core/modules/tiddler.js\ntype: application/javascript\nmodule-type: tiddlermethod\n\nExtension methods for the $tw.Tiddler object (constructor and methods required at boot time are in boot/boot.js)\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nexports.hasTag = function(tag) {\n\treturn this.fields.tags && this.fields.tags.indexOf(tag) !== -1;\n};\n\nexports.isPlugin = function() {\n\treturn this.fields.type === \"application/json\" && this.hasField(\"plugin-type\");\n};\n\nexports.isDraft = function() {\n\treturn this.hasField(\"draft.of\");\n};\n\nexports.getFieldString = function(field) {\n\tvar value = this.fields[field];\n\t// Check for a missing field\n\tif(value === undefined || value === null) {\n\t\treturn \"\";\n\t}\n\t// Parse the field with the associated module (if any)\n\tvar fieldModule = $tw.Tiddler.fieldModules[field];\n\tif(fieldModule && fieldModule.stringify) {\n\t\treturn fieldModule.stringify.call(this,value);\n\t} else {\n\t\treturn value.toString();\n\t}\n};\n\n/*\nGet all the fields as a name:value block. Options:\n\texclude: an array of field names to exclude\n*/\nexports.getFieldStringBlock = function(options) {\n\toptions = options || {};\n\tvar exclude = options.exclude || [];\n\tvar fields = [];\n\tfor(var field in this.fields) {\n\t\tif($tw.utils.hop(this.fields,field)) {\n\t\t\tif(exclude.indexOf(field) === -1) {\n\t\t\t\tfields.push(field + \": \" + this.getFieldString(field));\n\t\t\t}\n\t\t}\n\t}\n\treturn fields.join(\"\\n\");\n};\n\n/*\nCompare two tiddlers for equality\ntiddler: the tiddler to compare\nexcludeFields: array of field names to exclude from the comparison\n*/\nexports.isEqual = function(tiddler,excludeFields) {\n\texcludeFields = excludeFields || [];\n\tvar self = this,\n\t\tdifferences = []; // Fields that have differences\n\t// Add to the differences array\n\tfunction addDifference(fieldName) {\n\t\t// Check for this field being excluded\n\t\tif(excludeFields.indexOf(fieldName) === -1) {\n\t\t\t// Save the field as a difference\n\t\t\t$tw.utils.pushTop(differences,fieldName);\n\t\t}\n\t}\n\t// Returns true if the two values of this field are equal\n\tfunction isFieldValueEqual(fieldName) {\n\t\tvar valueA = self.fields[fieldName],\n\t\t\tvalueB = tiddler.fields[fieldName];\n\t\t// Check for identical string values\n\t\tif(typeof(valueA) === \"string\" && typeof(valueB) === \"string\" && valueA === valueB) {\n\t\t\treturn true;\n\t\t}\n\t\t// Check for identical array values\n\t\tif($tw.utils.isArray(valueA) && $tw.utils.isArray(valueB) && $tw.utils.isArrayEqual(valueA,valueB)) {\n\t\t\treturn true;\n\t\t}\n\t\t// Otherwise the fields must be different\n\t\treturn false;\n\t}\n\t// Compare our fields\n\tfor(var fieldName in this.fields) {\n\t\tif(!isFieldValueEqual(fieldName)) {\n\t\t\taddDifference(fieldName);\n\t\t}\n\t}\n\t// There's a difference for every field in the other tiddler that we don't have\n\tfor(fieldName in tiddler.fields) {\n\t\tif(!(fieldName in this.fields)) {\n\t\t\taddDifference(fieldName);\n\t\t}\n\t}\n\t// Return whether there were any differences\n\treturn differences.length === 0;\n};\n\n})();\n",
"title": "$:/core/modules/tiddler.js",
"type": "application/javascript",
"module-type": "tiddlermethod"
},
"$:/core/modules/utils/crypto.js": {
"text": "/*\\\ntitle: $:/core/modules/utils/crypto.js\ntype: application/javascript\nmodule-type: utils\n\nUtility functions related to crypto.\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nLook for an encrypted store area in the text of a TiddlyWiki file\n*/\nexports.extractEncryptedStoreArea = function(text) {\n\tvar encryptedStoreAreaStartMarker = \"<pre id=\\\"encryptedStoreArea\\\" type=\\\"text/plain\\\" style=\\\"display:none;\\\">\",\n\t\tencryptedStoreAreaStart = text.indexOf(encryptedStoreAreaStartMarker);\n\tif(encryptedStoreAreaStart !== -1) {\n\t\tvar encryptedStoreAreaEnd = text.indexOf(\"</pre>\",encryptedStoreAreaStart);\n\t\tif(encryptedStoreAreaEnd !== -1) {\n\t\t\treturn $tw.utils.htmlDecode(text.substring(encryptedStoreAreaStart + encryptedStoreAreaStartMarker.length,encryptedStoreAreaEnd-1));\n\t\t}\n\t}\n\treturn null;\n};\n\n/*\nAttempt to extract the tiddlers from an encrypted store area using the current password. If the password is not provided then the password in the password store will be used\n*/\nexports.decryptStoreArea = function(encryptedStoreArea,password) {\n\tvar decryptedText = $tw.crypto.decrypt(encryptedStoreArea,password);\n\tif(decryptedText) {\n\t\tvar json = JSON.parse(decryptedText),\n\t\t\ttiddlers = [];\n\t\tfor(var title in json) {\n\t\t\tif(title !== \"$:/isEncrypted\") {\n\t\t\t\ttiddlers.push(json[title]);\n\t\t\t}\n\t\t}\n\t\treturn tiddlers;\n\t} else {\n\t\treturn null;\n\t}\n};\n\nexports.decryptStoreAreaInteractive = function(encryptedStoreArea,callback) {\n\t// Try to decrypt with the current password\n\tvar tiddlers = $tw.utils.decryptStoreArea(encryptedStoreArea);\n\tif(tiddlers) {\n\t\tcallback(tiddlers);\n\t} else {\n\t\t// Prompt for a new password and keep trying\n\t\t$tw.passwordPrompt.createPrompt({\n\t\t\tserviceName: \"Enter a password to decrypt the imported TiddlyWiki\",\n\t\t\tnoUserName: true,\n\t\t\tcanCancel: true,\n\t\t\tsubmitText: \"Decrypt\",\n\t\t\tcallback: function(data) {\n\t\t\t\t// Exit if the user cancelled\n\t\t\t\tif(!data) {\n\t\t\t\t\treturn false;\n\t\t\t\t}\n\t\t\t\t// Attempt to decrypt the tiddlers\n\t\t\t\tvar tiddlers = $tw.utils.decryptStoreArea(encryptedStoreArea,data.password);\n\t\t\t\tif(tiddlers) {\n\t\t\t\t\tcallback(tiddlers);\n\t\t\t\t\t// Exit and remove the password prompt\n\t\t\t\t\treturn true;\n\t\t\t\t} else {\n\t\t\t\t\t// We didn't decrypt everything, so continue to prompt for password\n\t\t\t\t\treturn false;\n\t\t\t\t}\n\t\t\t}\n\t\t});\n\t}\n};\n\n})();\n",
"title": "$:/core/modules/utils/crypto.js",
"type": "application/javascript",
"module-type": "utils"
},
"$:/core/modules/utils/dom/animations/slide.js": {
"text": "/*\\\ntitle: $:/core/modules/utils/dom/animations/slide.js\ntype: application/javascript\nmodule-type: animation\n\nA simple slide animation that varies the height of the element\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nfunction slideOpen(domNode,options) {\n\toptions = options || {};\n\tvar duration = options.duration || $tw.utils.getAnimationDuration();\n\t// Get the current height of the domNode\n\tvar computedStyle = window.getComputedStyle(domNode),\n\t\tcurrMarginBottom = parseInt(computedStyle.marginBottom,10),\n\t\tcurrMarginTop = parseInt(computedStyle.marginTop,10),\n\t\tcurrPaddingBottom = parseInt(computedStyle.paddingBottom,10),\n\t\tcurrPaddingTop = parseInt(computedStyle.paddingTop,10),\n\t\tcurrHeight = domNode.offsetHeight;\n\t// Reset the margin once the transition is over\n\tsetTimeout(function() {\n\t\t$tw.utils.setStyle(domNode,[\n\t\t\t{transition: \"none\"},\n\t\t\t{marginBottom: \"\"},\n\t\t\t{marginTop: \"\"},\n\t\t\t{paddingBottom: \"\"},\n\t\t\t{paddingTop: \"\"},\n\t\t\t{height: \"auto\"},\n\t\t\t{opacity: \"\"}\n\t\t]);\n\t\tif(options.callback) {\n\t\t\toptions.callback();\n\t\t}\n\t},duration);\n\t// Set up the initial position of the element\n\t$tw.utils.setStyle(domNode,[\n\t\t{transition: \"none\"},\n\t\t{marginTop: \"0px\"},\n\t\t{marginBottom: \"0px\"},\n\t\t{paddingTop: \"0px\"},\n\t\t{paddingBottom: \"0px\"},\n\t\t{height: \"0px\"},\n\t\t{opacity: \"0\"}\n\t]);\n\t$tw.utils.forceLayout(domNode);\n\t// Transition to the final position\n\t$tw.utils.setStyle(domNode,[\n\t\t{transition: \"margin-top \" + duration + \"ms ease-in-out, \" +\n\t\t\t\t\t\"margin-bottom \" + duration + \"ms ease-in-out, \" +\n\t\t\t\t\t\"padding-top \" + duration + \"ms ease-in-out, \" +\n\t\t\t\t\t\"padding-bottom \" + duration + \"ms ease-in-out, \" +\n\t\t\t\t\t\"height \" + duration + \"ms ease-in-out, \" +\n\t\t\t\t\t\"opacity \" + duration + \"ms ease-in-out\"},\n\t\t{marginBottom: currMarginBottom + \"px\"},\n\t\t{marginTop: currMarginTop + \"px\"},\n\t\t{paddingBottom: currPaddingBottom + \"px\"},\n\t\t{paddingTop: currPaddingTop + \"px\"},\n\t\t{height: currHeight + \"px\"},\n\t\t{opacity: \"1\"}\n\t]);\n}\n\nfunction slideClosed(domNode,options) {\n\toptions = options || {};\n\tvar duration = options.duration || $tw.utils.getAnimationDuration(),\n\t\tcurrHeight = domNode.offsetHeight;\n\t// Clear the properties we've set when the animation is over\n\tsetTimeout(function() {\n\t\t$tw.utils.setStyle(domNode,[\n\t\t\t{transition: \"none\"},\n\t\t\t{marginBottom: \"\"},\n\t\t\t{marginTop: \"\"},\n\t\t\t{paddingBottom: \"\"},\n\t\t\t{paddingTop: \"\"},\n\t\t\t{height: \"auto\"},\n\t\t\t{opacity: \"\"}\n\t\t]);\n\t\tif(options.callback) {\n\t\t\toptions.callback();\n\t\t}\n\t},duration);\n\t// Set up the initial position of the element\n\t$tw.utils.setStyle(domNode,[\n\t\t{height: currHeight + \"px\"},\n\t\t{opacity: \"1\"}\n\t]);\n\t$tw.utils.forceLayout(domNode);\n\t// Transition to the final position\n\t$tw.utils.setStyle(domNode,[\n\t\t{transition: \"margin-top \" + duration + \"ms ease-in-out, \" +\n\t\t\t\t\t\"margin-bottom \" + duration + \"ms ease-in-out, \" +\n\t\t\t\t\t\"padding-top \" + duration + \"ms ease-in-out, \" +\n\t\t\t\t\t\"padding-bottom \" + duration + \"ms ease-in-out, \" +\n\t\t\t\t\t\"height \" + duration + \"ms ease-in-out, \" +\n\t\t\t\t\t\"opacity \" + duration + \"ms ease-in-out\"},\n\t\t{marginTop: \"0px\"},\n\t\t{marginBottom: \"0px\"},\n\t\t{paddingTop: \"0px\"},\n\t\t{paddingBottom: \"0px\"},\n\t\t{height: \"0px\"},\n\t\t{opacity: \"0\"}\n\t]);\n}\n\nexports.slide = {\n\topen: slideOpen,\n\tclose: slideClosed\n};\n\n})();\n",
"title": "$:/core/modules/utils/dom/animations/slide.js",
"type": "application/javascript",
"module-type": "animation"
},
"$:/core/modules/utils/dom/animator.js": {
"text": "/*\\\ntitle: $:/core/modules/utils/dom/animator.js\ntype: application/javascript\nmodule-type: utils\n\nOrchestrates animations and transitions\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nfunction Animator() {\n\t// Get the registered animation modules\n\tthis.animations = {};\n\t$tw.modules.applyMethods(\"animation\",this.animations);\n}\n\nAnimator.prototype.perform = function(type,domNode,options) {\n\toptions = options || {};\n\t// Find an animation that can handle this type\n\tvar chosenAnimation;\n\t$tw.utils.each(this.animations,function(animation,name) {\n\t\tif($tw.utils.hop(animation,type)) {\n\t\t\tchosenAnimation = animation[type];\n\t\t}\n\t});\n\tif(!chosenAnimation) {\n\t\tchosenAnimation = function(domNode,options) {\n\t\t\tif(options.callback) {\n\t\t\t\toptions.callback();\n\t\t\t}\n\t\t};\n\t}\n\t// Call the animation\n\tchosenAnimation(domNode,options);\n};\n\nexports.Animator = Animator;\n\n})();\n",
"title": "$:/core/modules/utils/dom/animator.js",
"type": "application/javascript",
"module-type": "utils"
},
"$:/core/modules/utils/dom/browser.js": {
"text": "/*\\\ntitle: $:/core/modules/utils/dom/browser.js\ntype: application/javascript\nmodule-type: utils\n\nBrowser feature detection\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nSet style properties of an element\n\telement: dom node\n\tstyles: ordered array of {name: value} pairs\n*/\nexports.setStyle = function(element,styles) {\n\tif(element.nodeType === 1) { // Element.ELEMENT_NODE\n\t\tfor(var t=0; t<styles.length; t++) {\n\t\t\tfor(var styleName in styles[t]) {\n\t\t\t\telement.style[$tw.utils.convertStyleNameToPropertyName(styleName)] = styles[t][styleName];\n\t\t\t}\n\t\t}\n\t}\n};\n\n/*\nConverts a standard CSS property name into the local browser-specific equivalent. For example:\n\t\"background-color\" --> \"backgroundColor\"\n\t\"transition\" --> \"webkitTransition\"\n*/\n\nvar styleNameCache = {}; // We'll cache the style name conversions\n\nexports.convertStyleNameToPropertyName = function(styleName) {\n\t// Return from the cache if we can\n\tif(styleNameCache[styleName]) {\n\t\treturn styleNameCache[styleName];\n\t}\n\t// Convert it by first removing any hyphens\n\tvar propertyName = $tw.utils.unHyphenateCss(styleName);\n\t// Then check if it needs a prefix\n\tif(document.body.style[propertyName] === undefined) {\n\t\tvar prefixes = [\"O\",\"MS\",\"Moz\",\"webkit\"];\n\t\tfor(var t=0; t<prefixes.length; t++) {\n\t\t\tvar prefixedName = prefixes[t] + propertyName.substr(0,1).toUpperCase() + propertyName.substr(1);\n\t\t\tif(document.body.style[prefixedName] !== undefined) {\n\t\t\t\tpropertyName = prefixedName;\n\t\t\t\tbreak;\n\t\t\t}\n\t\t}\n\t}\n\t// Put it in the cache too\n\tstyleNameCache[styleName] = propertyName;\n\treturn propertyName;\n};\n\n/*\nConverts a JS format CSS property name back into the dashed form used in CSS declarations. For example:\n\t\"backgroundColor\" --> \"background-color\"\n\t\"webkitTransform\" --> \"-webkit-transform\"\n*/\nexports.convertPropertyNameToStyleName = function(propertyName) {\n\t// Rehyphenate the name\n\tvar styleName = $tw.utils.hyphenateCss(propertyName);\n\t// If there's a webkit prefix, add a dash (other browsers have uppercase prefixes, and so get the dash automatically)\n\tif(styleName.indexOf(\"webkit\") === 0) {\n\t\tstyleName = \"-\" + styleName;\n\t} else if(styleName.indexOf(\"-m-s\") === 0) {\n\t\tstyleName = \"-ms\" + styleName.substr(4);\n\t}\n\treturn styleName;\n};\n\n/*\nRound trip a stylename to a property name and back again. For example:\n\t\"transform\" --> \"webkitTransform\" --> \"-webkit-transform\"\n*/\nexports.roundTripPropertyName = function(propertyName) {\n\treturn $tw.utils.convertPropertyNameToStyleName($tw.utils.convertStyleNameToPropertyName(propertyName));\n};\n\n/*\nConverts a standard event name into the local browser specific equivalent. For example:\n\t\"animationEnd\" --> \"webkitAnimationEnd\"\n*/\n\nvar eventNameCache = {}; // We'll cache the conversions\n\nvar eventNameMappings = {\n\t\"transitionEnd\": {\n\t\tcorrespondingCssProperty: \"transition\",\n\t\tmappings: {\n\t\t\ttransition: \"transitionend\",\n\t\t\tOTransition: \"oTransitionEnd\",\n\t\t\tMSTransition: \"msTransitionEnd\",\n\t\t\tMozTransition: \"transitionend\",\n\t\t\twebkitTransition: \"webkitTransitionEnd\"\n\t\t}\n\t},\n\t\"animationEnd\": {\n\t\tcorrespondingCssProperty: \"animation\",\n\t\tmappings: {\n\t\t\tanimation: \"animationend\",\n\t\t\tOAnimation: \"oAnimationEnd\",\n\t\t\tMSAnimation: \"msAnimationEnd\",\n\t\t\tMozAnimation: \"animationend\",\n\t\t\twebkitAnimation: \"webkitAnimationEnd\"\n\t\t}\n\t}\n};\n\nexports.convertEventName = function(eventName) {\n\tif(eventNameCache[eventName]) {\n\t\treturn eventNameCache[eventName];\n\t}\n\tvar newEventName = eventName,\n\t\tmappings = eventNameMappings[eventName];\n\tif(mappings) {\n\t\tvar convertedProperty = $tw.utils.convertStyleNameToPropertyName(mappings.correspondingCssProperty);\n\t\tif(mappings.mappings[convertedProperty]) {\n\t\t\tnewEventName = mappings.mappings[convertedProperty];\n\t\t}\n\t}\n\t// Put it in the cache too\n\teventNameCache[eventName] = newEventName;\n\treturn newEventName;\n};\n\n})();\n",
"title": "$:/core/modules/utils/dom/browser.js",
"type": "application/javascript",
"module-type": "utils"
},
"$:/core/modules/utils/dom.js": {
"text": "/*\\\ntitle: $:/core/modules/utils/dom.js\ntype: application/javascript\nmodule-type: utils\n\nVarious static DOM-related utility functions.\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nDetermines whether element 'a' contains element 'b'\nCode thanks to John Resig, http://ejohn.org/blog/comparing-document-position/\n*/\nexports.domContains = function(a,b) {\n\treturn a.contains ?\n\t\ta !== b && a.contains(b) :\n\t\t!!(a.compareDocumentPosition(b) & 16);\n};\n\nexports.removeChildren = function(node) {\n\twhile(node.hasChildNodes()) {\n\t\tnode.removeChild(node.firstChild);\n\t}\n};\n\nexports.hasClass = function(el,className) {\n\treturn el && el.className && el.className.split(\" \").indexOf(className) !== -1;\n};\n\nexports.addClass = function(el,className) {\n\tvar c = el.className.split(\" \");\n\tif(c.indexOf(className) === -1) {\n\t\tc.push(className);\n\t}\n\tel.className = c.join(\" \");\n};\n\nexports.removeClass = function(el,className) {\n\tvar c = el.className.split(\" \"),\n\t\tp = c.indexOf(className);\n\tif(p !== -1) {\n\t\tc.splice(p,1);\n\t\tel.className = c.join(\" \");\n\t}\n};\n\nexports.toggleClass = function(el,className,status) {\n\tif(status === undefined) {\n\t\tstatus = !exports.hasClass(el,className);\n\t}\n\tif(status) {\n\t\texports.addClass(el,className);\n\t} else {\n\t\texports.removeClass(el,className);\n\t}\n};\n\n/*\nGet the scroll position of the viewport\nReturns:\n\t{\n\t\tx: horizontal scroll position in pixels,\n\t\ty: vertical scroll position in pixels\n\t}\n*/\nexports.getScrollPosition = function() {\n\tif(\"scrollX\" in window) {\n\t\treturn {x: window.scrollX, y: window.scrollY};\n\t} else {\n\t\treturn {x: document.documentElement.scrollLeft, y: document.documentElement.scrollTop};\n\t}\n};\n\n/*\nGets the bounding rectangle of an element in absolute page coordinates\n*/\nexports.getBoundingPageRect = function(element) {\n\tvar scrollPos = $tw.utils.getScrollPosition(),\n\t\tclientRect = element.getBoundingClientRect();\n\treturn {\n\t\tleft: clientRect.left + scrollPos.x,\n\t\twidth: clientRect.width,\n\t\tright: clientRect.right + scrollPos.x,\n\t\ttop: clientRect.top + scrollPos.y,\n\t\theight: clientRect.height,\n\t\tbottom: clientRect.bottom + scrollPos.y\n\t};\n};\n\n/*\nSaves a named password in the browser\n*/\nexports.savePassword = function(name,password) {\n\tif(window.localStorage) {\n\t\tlocalStorage.setItem(\"tw5-password-\" + name,password);\n\t}\n};\n\n/*\nRetrieve a named password from the browser\n*/\nexports.getPassword = function(name) {\n\treturn window.localStorage ? localStorage.getItem(\"tw5-password-\" + name) : \"\";\n};\n\n/*\nForce layout of a dom node and its descendents\n*/\nexports.forceLayout = function(element) {\n\tvar dummy = element.offsetWidth;\n};\n\n/*\nPulse an element for debugging purposes\n*/\nexports.pulseElement = function(element) {\n\t// Event handler to remove the class at the end\n\telement.addEventListener($tw.browser.animationEnd,function handler(event) {\n\t\telement.removeEventListener($tw.browser.animationEnd,handler,false);\n\t\t$tw.utils.removeClass(element,\"pulse\");\n\t},false);\n\t// Apply the pulse class\n\t$tw.utils.removeClass(element,\"pulse\");\n\t$tw.utils.forceLayout(element);\n\t$tw.utils.addClass(element,\"pulse\");\n};\n\n/*\nAttach specified event handlers to a DOM node\ndomNode: where to attach the event handlers\nevents: array of event handlers to be added (see below)\nEach entry in the events array is an object with these properties:\nhandlerFunction: optional event handler function\nhandlerObject: optional event handler object\nhandlerMethod: optionally specifies object handler method name (defaults to `handleEvent`)\n*/\nexports.addEventListeners = function(domNode,events) {\n\t$tw.utils.each(events,function(eventInfo) {\n\t\tvar handler;\n\t\tif(eventInfo.handlerFunction) {\n\t\t\thandler = eventInfo.handlerFunction;\n\t\t} else if(eventInfo.handlerObject) {\n\t\t\tif(eventInfo.handlerMethod) {\n\t\t\t\thandler = function(event) {\n\t\t\t\t\teventInfo.handlerObject[eventInfo.handlerMethod].call(eventInfo.handlerObject,event);\n\t\t\t\t};\t\n\t\t\t} else {\n\t\t\t\thandler = eventInfo.handlerObject;\n\t\t\t}\n\t\t}\n\t\tdomNode.addEventListener(eventInfo.name,handler,false);\n\t});\n};\n\n\n})();\n",
"title": "$:/core/modules/utils/dom.js",
"type": "application/javascript",
"module-type": "utils"
},
"$:/core/modules/utils/dom/http.js": {
"text": "/*\\\ntitle: $:/core/modules/utils/dom/http.js\ntype: application/javascript\nmodule-type: utils\n\nBrowser HTTP support\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nA quick and dirty HTTP function; to be refactored later. Options are:\n\turl: URL to retrieve\n\ttype: GET, PUT, POST etc\n\tcallback: function invoked with (err,data)\n*/\nexports.httpRequest = function(options) {\n\tvar type = options.type || \"GET\",\n\t\theaders = options.headers || {accept: \"application/json\"},\n\t\trequest = new XMLHttpRequest(),\n\t\tdata = \"\",\n\t\tf,results;\n\t// Massage the data hashmap into a string\n\tif(options.data) {\n\t\tif(typeof options.data === \"string\") { // Already a string\n\t\t\tdata = options.data;\n\t\t} else { // A hashmap of strings\n\t\t\tresults = [];\n\t\t\t$tw.utils.each(options.data,function(dataItem,dataItemTitle) {\n\t\t\t\tresults.push(dataItemTitle + \"=\" + encodeURIComponent(dataItem));\n\t\t\t});\n\t\t\tdata = results.join(\"&\");\n\t\t}\n\t}\n\t// Set up the state change handler\n\trequest.onreadystatechange = function() {\n\t\tif(this.readyState === 4) {\n\t\t\tif(this.status === 200 || this.status === 204) {\n\t\t\t\t// Success!\n\t\t\t\toptions.callback(null,this.responseText,this);\n\t\t\t\treturn;\n\t\t\t}\n\t\t// Something went wrong\n\t\toptions.callback(\"XMLHttpRequest error code: \" + this.status);\n\t\t}\n\t};\n\t// Make the request\n\trequest.open(type,options.url,true);\n\tif(headers) {\n\t\t$tw.utils.each(headers,function(header,headerTitle,object) {\n\t\t\trequest.setRequestHeader(headerTitle,header);\n\t\t});\n\t}\n\tif(data && !$tw.utils.hop(headers,\"Content-type\")) {\n\t\trequest.setRequestHeader(\"Content-type\",\"application/x-www-form-urlencoded; charset=UTF-8\");\n\t}\n\trequest.send(data);\n\treturn request;\n};\n\n})();\n",
"title": "$:/core/modules/utils/dom/http.js",
"type": "application/javascript",
"module-type": "utils"
},
"$:/core/modules/utils/dom/keyboard.js": {
"text": "/*\\\ntitle: $:/core/modules/utils/dom/keyboard.js\ntype: application/javascript\nmodule-type: utils\n\nKeyboard utilities\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nvar namedKeys = {\n\t\"backspace\": 8,\n\t\"tab\": 9,\n\t\"enter\": 13,\n\t\"escape\": 27\n};\n\n/*\nParses a key descriptor into the structure:\n{\n\tkeyCode: numeric keycode\n\tshiftKey: boolean\n\taltKey: boolean\n\tctrlKey: boolean\n}\nKey descriptors have the following format:\n\tctrl+enter\n\tctrl+shift+alt+A\n*/\nexports.parseKeyDescriptor = function(keyDescriptor) {\n\tvar components = keyDescriptor.split(\"+\"),\n\t\tinfo = {\n\t\t\tkeyCode: 0,\n\t\t\tshiftKey: false,\n\t\t\taltKey: false,\n\t\t\tctrlKey: false\n\t\t};\n\tfor(var t=0; t<components.length; t++) {\n\t\tvar s = components[t].toLowerCase();\n\t\t// Look for modifier keys\n\t\tif(s === \"ctrl\") {\n\t\t\tinfo.ctrlKey = true;\n\t\t} else if(s === \"shift\") {\n\t\t\tinfo.shiftKey = true;\n\t\t} else if(s === \"alt\") {\n\t\t\tinfo.altKey = true;\n\t\t}\n\t\t// Replace named keys with their code\n\t\tif(namedKeys[s]) {\n\t\t\tinfo.keyCode = namedKeys[s];\n\t\t}\n\t}\n\treturn info;\n};\n\n})();\n",
"title": "$:/core/modules/utils/dom/keyboard.js",
"type": "application/javascript",
"module-type": "utils"
},
"$:/core/modules/utils/dom/modal.js": {
"text": "/*\\\ntitle: $:/core/modules/utils/dom/modal.js\ntype: application/javascript\nmodule-type: utils\n\nModal message mechanism\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nvar widget = require(\"$:/core/modules/widgets/widget.js\");\n\nvar Modal = function(wiki) {\n\tthis.wiki = wiki;\n\tthis.modalCount = 0;\n};\n\n/*\nDisplay a modal dialogue\n\ttitle: Title of tiddler to display\n\toptions: see below\nOptions include:\n\tdownloadLink: Text of a big download link to include\n*/\nModal.prototype.display = function(title,options) {\n\toptions = options || {};\n\tvar self = this,\n\t\tduration = $tw.utils.getAnimationDuration(),\n\t\ttiddler = this.wiki.getTiddler(title);\n\t// Don't do anything if the tiddler doesn't exist\n\tif(!tiddler) {\n\t\treturn;\n\t}\n\t// Create the wrapper divs\n\tvar wrapper = document.createElement(\"div\"),\n\t\tmodalBackdrop = document.createElement(\"div\"),\n\t\tmodalWrapper = document.createElement(\"div\"),\n\t\tmodalHeader = document.createElement(\"div\"),\n\t\theaderTitle = document.createElement(\"h3\"),\n\t\tmodalBody = document.createElement(\"div\"),\n\t\tmodalLink = document.createElement(\"a\"),\n\t\tmodalFooter = document.createElement(\"div\"),\n\t\tmodalFooterHelp = document.createElement(\"span\"),\n\t\tmodalFooterButtons = document.createElement(\"span\");\n\t// Up the modal count and adjust the body class\n\tthis.modalCount++;\n\tthis.adjustPageClass();\n\t// Add classes\n\t$tw.utils.addClass(wrapper,\"modal-wrapper\");\n\t$tw.utils.addClass(modalBackdrop,\"modal-backdrop\");\n\t$tw.utils.addClass(modalWrapper,\"modal\");\n\t$tw.utils.addClass(modalHeader,\"modal-header\");\n\t$tw.utils.addClass(modalBody,\"modal-body\");\n\t$tw.utils.addClass(modalLink,\"btn btn-large btn-block btn-success\");\n\t$tw.utils.addClass(modalFooter,\"modal-footer\");\n\t// Join them together\n\twrapper.appendChild(modalBackdrop);\n\twrapper.appendChild(modalWrapper);\n\tmodalHeader.appendChild(headerTitle);\n\tmodalWrapper.appendChild(modalHeader);\n\tmodalWrapper.appendChild(modalBody);\n\tmodalFooter.appendChild(modalFooterHelp);\n\tmodalFooter.appendChild(modalFooterButtons);\n\tmodalWrapper.appendChild(modalFooter);\n\t// Render the title of the message\n\tvar titleText;\n\tif(tiddler && tiddler.fields && tiddler.fields.subtitle) {\n\t\ttitleText = tiddler.fields.subtitle;\n\t} else {\n\t\ttitleText = title;\n\t}\n\tvar headerParser = this.wiki.parseText(\"text/vnd.tiddlywiki\",titleText,{parseAsInline: true}),\n\t\theaderWidgetNode = this.wiki.makeWidget(headerParser,{parentWidget: $tw.rootWidget, document: document});\n\theaderWidgetNode.render(headerTitle,null);\n\tthis.wiki.addEventListener(\"change\",function(changes) {\n\t\theaderWidgetNode.refresh(changes,modalHeader,null);\n\t});\n\t// Render the body of the message\n\tvar bodyWidgetNode = this.wiki.makeTranscludeWidget(title,{parentWidget: $tw.rootWidget, document: document});\n\tbodyWidgetNode.render(modalBody,null);\n\tthis.wiki.addEventListener(\"change\",function(changes) {\n\t\tbodyWidgetNode.refresh(changes,modalBody,null);\n\t});\n\t// Setup the link if present\n\tif(options.downloadLink) {\n\t\tmodalLink.href = options.downloadLink\n\t\tmodalLink.appendChild(document.createTextNode(\"Right-click to save changes\"));\n\t\tmodalBody.appendChild(modalLink);\n\t}\n\t// Render the footer of the message\n\tif(tiddler && tiddler.fields && tiddler.fields.help) {\n\t\tvar link = document.createElement(\"a\");\n\t\tlink.setAttribute(\"href\",tiddler.fields.help);\n\t\tlink.setAttribute(\"target\",\"_blank\");\n\t\tlink.appendChild(document.createTextNode(\"Help\"));\n\t\tmodalFooterHelp.appendChild(link);\n\t\tmodalFooterHelp.style.float = \"left\";\n\t}\n\tvar footerText;\n\tif(tiddler && tiddler.fields && tiddler.fields.footer) {\n\t\tfooterText = tiddler.fields.footer;\n\t} else {\n\t\tfooterText = '<$button message=\"tw-close-tiddler\" class=\"btn btn-primary\">Close</$button>';\n\t}\n\tvar footerParser = this.wiki.parseText(\"text/vnd.tiddlywiki\",footerText,{parseAsInline: true}),\n\t\tfooterWidgetNode = this.wiki.makeWidget(footerParser,{parentWidget: $tw.rootWidget, document: document});\n\tfooterWidgetNode.render(modalFooterButtons,null);\n\tthis.wiki.addEventListener(\"change\",function(changes) {\n\t\tfooterWidgetNode.refresh(changes,modalFooterButtons,null);\n\t});\n\t// Add the close event handler\n\tvar closeHandler = function(event) {\n\t\t// Decrease the modal count and adjust the body class\n\t\tself.modalCount--;\n\t\tself.adjustPageClass();\n\t\t// Force layout and animate the modal message away\n\t\t$tw.utils.forceLayout(modalBackdrop);\n\t\t$tw.utils.forceLayout(modalWrapper);\n\t\t$tw.utils.setStyle(modalBackdrop,[\n\t\t\t{opacity: \"0\"}\n\t\t]);\n\t\t$tw.utils.setStyle(modalWrapper,[\n\t\t\t{transform: \"translateY(\" + window.innerHeight + \"px)\"}\n\t\t]);\n\t\t// Set up an event for the transition end\n\t\twindow.setTimeout(function() {\n\t\t\tif(wrapper.parentNode) {\n\t\t\t\t// Remove the modal message from the DOM\n\t\t\t\tdocument.body.removeChild(wrapper);\n\t\t\t}\n\t\t},duration);\n\t\t// Don't let anyone else handle the tw-close-tiddler message\n\t\treturn false;\n\t};\n\theaderWidgetNode.addEventListener(\"tw-close-tiddler\",closeHandler,false);\n\tbodyWidgetNode.addEventListener(\"tw-close-tiddler\",closeHandler,false);\n\tfooterWidgetNode.addEventListener(\"tw-close-tiddler\",closeHandler,false);\n\t// Set the initial styles for the message\n\t$tw.utils.setStyle(modalBackdrop,[\n\t\t{opacity: \"0\"}\n\t]);\n\t$tw.utils.setStyle(modalWrapper,[\n\t\t{transformOrigin: \"0% 0%\"},\n\t\t{transform: \"translateY(\" + (-window.innerHeight) + \"px)\"}\n\t]);\n\t// Put the message into the document\n\tdocument.body.appendChild(wrapper);\n\t// Set up animation for the styles\n\t$tw.utils.setStyle(modalBackdrop,[\n\t\t{transition: \"opacity \" + duration + \"ms ease-out\"}\n\t]);\n\t$tw.utils.setStyle(modalWrapper,[\n\t\t{transition: $tw.utils.roundTripPropertyName(\"transform\") + \" \" + duration + \"ms ease-in-out\"}\n\t]);\n\t// Force layout\n\t$tw.utils.forceLayout(modalBackdrop);\n\t$tw.utils.forceLayout(modalWrapper);\n\t// Set final animated styles\n\t$tw.utils.setStyle(modalBackdrop,[\n\t\t{opacity: \"0.7\"}\n\t]);\n\t$tw.utils.setStyle(modalWrapper,[\n\t\t{transform: \"translateY(0px)\"}\n\t]);\n};\n\nModal.prototype.adjustPageClass = function() {\n\tif($tw.pageContainer) {\n\t\t$tw.utils.toggleClass($tw.pageContainer,\"tw-modal-displayed\",this.modalCount > 0);\n\t}\n};\n\nexports.Modal = Modal;\n\n})();\n",
"title": "$:/core/modules/utils/dom/modal.js",
"type": "application/javascript",
"module-type": "utils"
},
"$:/core/modules/utils/dom/notifier.js": {
"text": "/*\\\ntitle: $:/core/modules/utils/dom/notifier.js\ntype: application/javascript\nmodule-type: utils\n\nNotifier mechanism\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nvar widget = require(\"$:/core/modules/widgets/widget.js\");\n\nvar Notifier = function(wiki) {\n\tthis.wiki = wiki;\n};\n\n/*\nDisplay a notification\n\ttitle: Title of tiddler containing the notification text\n\toptions: see below\nOptions include:\n*/\nNotifier.prototype.display = function(title,options) {\n\toptions = options || {};\n\t// Create the wrapper divs\n\tvar notification = document.createElement(\"div\"),\n\t\ttiddler = this.wiki.getTiddler(title),\n\t\tduration = $tw.utils.getAnimationDuration();\n\t// Don't do anything if the tiddler doesn't exist\n\tif(!tiddler) {\n\t\treturn;\n\t}\n\t// Add classes\n\t$tw.utils.addClass(notification,\"tw-notification\");\n\t// Render the body of the notification\n\tvar widgetNode = this.wiki.makeTranscludeWidget(title,{parentWidget: $tw.rootWidget, document: document});\n\twidgetNode.render(notification,null);\n\tthis.wiki.addEventListener(\"change\",function(changes) {\n\t\twidgetNode.refresh(changes,notification,null);\n\t});\n\t// Set the initial styles for the notification\n\t$tw.utils.setStyle(notification,[\n\t\t{opacity: \"0\"},\n\t\t{transformOrigin: \"0% 0%\"},\n\t\t{transform: \"translateY(\" + (-window.innerHeight) + \"px)\"},\n\t\t{transition: \"opacity \" + duration + \"ms ease-out, \" + $tw.utils.roundTripPropertyName(\"transform\") + \" \" + duration + \"ms ease-in-out\"}\n\t]);\n\t// Add the notification to the DOM\n\tdocument.body.appendChild(notification);\n\t// Force layout\n\t$tw.utils.forceLayout(notification);\n\t// Set final animated styles\n\t$tw.utils.setStyle(notification,[\n\t\t{opacity: \"1.0\"},\n\t\t{transform: \"translateY(0px)\"}\n\t]);\n\t// Set a timer to remove the notification\n\twindow.setTimeout(function() {\n\t\t// Force layout and animate the notification away\n\t\t$tw.utils.forceLayout(notification);\n\t\t$tw.utils.setStyle(notification,[\n\t\t\t{opacity: \"0.0\"},\n\t\t\t{transform: \"translateX(\" + (notification.offsetWidth) + \"px)\"}\n\t\t]);\n\t\t// Remove the modal message from the DOM once the transition ends\n\t\tsetTimeout(function() {\n\t\t\tif(notification.parentNode) {\n\t\t\t\tdocument.body.removeChild(notification);\n\t\t\t}\n\t\t},duration);\n\t},$tw.config.preferences.notificationDuration);\n};\n\nexports.Notifier = Notifier;\n\n})();\n",
"title": "$:/core/modules/utils/dom/notifier.js",
"type": "application/javascript",
"module-type": "utils"
},
"$:/core/modules/utils/dom/popup.js": {
"text": "/*\\\ntitle: $:/core/modules/utils/dom/popup.js\ntype: application/javascript\nmodule-type: utils\n\nModule that creates a $tw.utils.Popup object prototype that manages popups in the browser\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nCreates a Popup object with these options:\n\trootElement: the DOM element to which the popup zapper should be attached\n*/\nvar Popup = function(options) {\n\toptions = options || {};\n\tthis.rootElement = options.rootElement || document.body;\n};\n\nPopup.prototype.show = function(options) {\n\tthis.cancel();\n\tthis.title = options.title;\n\tthis.wiki = options.wiki;\n\tthis.anchorDomNode = options.domNode;\n\t$tw.utils.addClass(this.anchorDomNode,\"tw-popup\");\n\tthis.rootElement.addEventListener(\"click\",this,false);\n};\n\nPopup.prototype.handleEvent = function(event) {\n\t// Dismiss the popup if we get a click on an element that doesn't have .tw-popup class\n\tif(event.type === \"click\") {\n\t\tvar node = event.target;\n\t\twhile(node && !$tw.utils.hasClass(node,\"tw-popup\")) {\n\t\t\tnode = node.parentNode;\n\t\t}\n\t\tif(!node) {\n\t\t\tthis.cancel();\n\t\t}\n\t}\n};\n\nPopup.prototype.cancel = function() {\n\tif(this.anchorDomNode) {\n\t\t$tw.utils.removeClass(this.anchorDomNode,\"tw-popup\");\n\t\tthis.anchorDomNode = null;\t\t\n\t}\n\tthis.rootElement.removeEventListener(\"click\",this,false);\n\tif(this.title) {\n\t\tthis.wiki.deleteTiddler(this.title);\n\t\tthis.title = null;\n\t}\n};\n\n/*\nTrigger a popup open or closed. Parameters are in a hashmap:\n\ttitle: title of the tiddler where the popup details are stored\n\tdomNode: dom node to which the popup will be positioned\n\twiki: wiki\n\tforce: if specified, forces the popup state to true or false\n*/\nPopup.prototype.triggerPopup = function(options) {\n\t// Get the current popup state tiddler\n\tvar value = options.wiki.getTextReference(options.title,\"\");\n\t// Check if the popup is open by checking whether it matches \"(<x>,<y>)\"\n\tvar state = !this.readPopupState(options.title,value);\n\tif(\"force\" in options) {\n\t\tstate = options.force;\n\t}\n\tif(state) {\n\t\t// Set the position if we're opening it\n\t\tthis.cancel();\n\t\toptions.wiki.setTextReference(options.title,\n\t\t\t\"(\" + options.domNode.offsetLeft + \",\" + options.domNode.offsetTop + \",\" + \n\t\t\t\toptions.domNode.offsetWidth + \",\" + options.domNode.offsetHeight + \")\");\n\t\tthis.show(options);\n\t} else {\n\t\tthis.cancel();\n\t}\n};\n\n/*\nReturns true if the specified title and text identifies an active popup\n*/\nPopup.prototype.readPopupState = function(title,text) {\n\tvar popupLocationRegExp = /^\\((-?[0-9\\.E]+),(-?[0-9\\.E]+),(-?[0-9\\.E]+),(-?[0-9\\.E]+)\\)$/,\n\t\tresult = false;\n\tif(this.title === title) {\n\t\tresult = popupLocationRegExp.test(text);\n\t}\n\treturn result;\n};\n\nexports.Popup = Popup;\n\n})();\n",
"title": "$:/core/modules/utils/dom/popup.js",
"type": "application/javascript",
"module-type": "utils"
},
"$:/core/modules/utils/dom/scroller.js": {
"text": "/*\\\ntitle: $:/core/modules/utils/dom/scroller.js\ntype: application/javascript\nmodule-type: utils\n\nModule that creates a $tw.utils.Scroller object prototype that manages scrolling in the browser\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nEvent handler for when the `tw-scroll` event hits the document body\n*/\nvar PageScroller = function() {\n\tthis.idRequestFrame = null;\n\tthis.requestAnimationFrame = window.requestAnimationFrame ||\n\t\twindow.webkitRequestAnimationFrame ||\n\t\twindow.mozRequestAnimationFrame ||\n\t\tfunction(callback) {\n\t\t\treturn window.setTimeout(callback, 1000/60);\n\t\t};\n\tthis.cancelAnimationFrame = window.cancelAnimationFrame ||\n\t\twindow.webkitCancelAnimationFrame ||\n\t\twindow.webkitCancelRequestAnimationFrame ||\n\t\twindow.mozCancelAnimationFrame ||\n\t\twindow.mozCancelRequestAnimationFrame ||\n\t\tfunction(id) {\n\t\t\twindow.clearTimeout(id);\n\t\t};\n};\n\nPageScroller.prototype.cancelScroll = function() {\n\tif(this.idRequestFrame) {\n\t\tthis.cancelAnimationFrame.call(window,this.idRequestFrame);\n\t\tthis.idRequestFrame = null;\n\t}\n};\n\n/*\nHandle an event\n*/\nPageScroller.prototype.handleEvent = function(event) {\n\tif(event.type === \"tw-scroll\") {\n\t\treturn this.scrollIntoView(event.target);\n\t}\n\treturn true;\n};\n\n/*\nHandle a scroll event hitting the page document\n*/\nPageScroller.prototype.scrollIntoView = function(element) {\n\tvar duration = $tw.utils.getAnimationDuration();\n\t// Now get ready to scroll the body\n\tthis.cancelScroll();\n\tthis.startTime = Date.now();\n\tvar scrollPosition = $tw.utils.getScrollPosition();\n\t// Get the client bounds of the element and adjust by the scroll position\n\tvar clientBounds = element.getBoundingClientRect(),\n\t\tbounds = {\n\t\t\tleft: clientBounds.left + scrollPosition.x,\n\t\t\ttop: clientBounds.top + scrollPosition.y,\n\t\t\twidth: clientBounds.width,\n\t\t\theight: clientBounds.height\n\t\t};\n\t// We'll consider the horizontal and vertical scroll directions separately via this function\n\tvar getEndPos = function(targetPos,targetSize,currentPos,currentSize) {\n\t\t\t// If the target is above/left of the current view, then scroll to it's top/left\n\t\t\tif(targetPos <= currentPos) {\n\t\t\t\treturn targetPos;\n\t\t\t// If the target is smaller than the window and the scroll position is too far up, then scroll till the target is at the bottom of the window\n\t\t\t} else if(targetSize < currentSize && currentPos < (targetPos + targetSize - currentSize)) {\n\t\t\t\treturn targetPos + targetSize - currentSize;\n\t\t\t// If the target is big, then just scroll to the top\n\t\t\t} else if(currentPos < targetPos) {\n\t\t\t\treturn targetPos;\n\t\t\t// Otherwise, stay where we are\n\t\t\t} else {\n\t\t\t\treturn currentPos;\n\t\t\t}\n\t\t},\n\t\tendX = getEndPos(bounds.left,bounds.width,scrollPosition.x,window.innerWidth),\n\t\tendY = getEndPos(bounds.top,bounds.height,scrollPosition.y,window.innerHeight);\n\t// Only scroll if necessary\n\tif(endX !== scrollPosition.x || endY !== scrollPosition.y) {\n\t\tvar self = this,\n\t\t\tdrawFrame;\n\t\tdrawFrame = function () {\n\t\t\tvar t;\n\t\t\tif(duration <= 0) {\n\t\t\t\tt = 1;\n\t\t\t} else {\n\t\t\t\tt = ((Date.now()) - self.startTime) / duration;\t\n\t\t\t}\n\t\t\tif(t >= 1) {\n\t\t\t\tself.cancelScroll();\n\t\t\t\tt = 1;\n\t\t\t}\n\t\t\tt = $tw.utils.slowInSlowOut(t);\n\t\t\twindow.scrollTo(scrollPosition.x + (endX - scrollPosition.x) * t,scrollPosition.y + (endY - scrollPosition.y) * t);\n\t\t\tif(t < 1) {\n\t\t\t\tself.idRequestFrame = self.requestAnimationFrame.call(window,drawFrame);\n\t\t\t}\n\t\t};\n\t\tdrawFrame();\n\t}\n};\n\nexports.PageScroller = PageScroller;\n\n})();\n",
"title": "$:/core/modules/utils/dom/scroller.js",
"type": "application/javascript",
"module-type": "utils"
},
"$:/core/modules/utils/fakedom.js": {
"text": "/*\\\ntitle: $:/core/modules/utils/fakedom.js\ntype: application/javascript\nmodule-type: global\n\nA barebones implementation of DOM interfaces needed by the rendering mechanism.\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n// Sequence number used to enable us to track objects for testing\nvar sequenceNumber = null;\n\nvar bumpSequenceNumber = function(object) {\n\tif(sequenceNumber !== null) {\n\t\tobject.sequenceNumber = sequenceNumber++;\n\t}\n}\n\nvar TW_TextNode = function(text) {\n\tbumpSequenceNumber(this);\n\tthis.textContent = text;\n};\n\nObject.defineProperty(TW_TextNode.prototype, \"formattedTextContent\", {\n\tget: function() {\n\t\treturn this.textContent.replace(/(\\r?\\n)/g,\"\");\n\t}\n});\n\nvar TW_Element = function(tag,namespace) {\n\tbumpSequenceNumber(this);\n\tthis.isTiddlyWikiFakeDom = true;\n\tthis.tag = tag;\n\tthis.attributes = {};\n\tthis.isRaw = false;\n\tthis.children = [];\n\tthis.namespaceURI = namespace || \"http://www.w3.org/1999/xhtml\";\n};\n\nTW_Element.prototype.setAttribute = function(name,value) {\n\tif(this.isRaw) {\n\t\tthrow \"Cannot setAttribute on a raw TW_Element\";\n\t}\n\tthis.attributes[name] = value;\n};\n\nTW_Element.prototype.setAttributeNS = function(namespace,name,value) {\n\tthis.setAttribute(name,value);\n};\n\nTW_Element.prototype.removeAttribute = function(name) {\n\tif(this.isRaw) {\n\t\tthrow \"Cannot removeAttribute on a raw TW_Element\";\n\t}\n\tif($tw.utils.hop(this.attributes,name)) {\n\t\tdelete this.attributes[name];\n\t}\n};\n\nTW_Element.prototype.appendChild = function(node) {\n\tthis.children.push(node);\n\tnode.parentNode = this;\n};\n\nTW_Element.prototype.insertBefore = function(node,nextSibling) {\n\tif(nextSibling) {\n\t\tvar p = this.children.indexOf(nextSibling);\n\t\tif(p !== -1) {\n\t\t\tthis.children.splice(p,0,node);\n\t\t\tnode.parentNode = this;\n\t\t} else {\n\t\t\tthis.appendChild(node);\n\t\t}\n\t} else {\n\t\tthis.appendChild(node);\n\t}\n}\n\nTW_Element.prototype.removeChild = function(node) {\n\tvar p = this.children.indexOf(node);\n\tif(p !== -1) {\n\t\tthis.children.splice(p,1);\n\t}\n};\n\nTW_Element.prototype.hasChildNodes = function() {\n\treturn !!this.children.length;\n};\n\nObject.defineProperty(TW_Element.prototype, \"firstChild\", {\n get: function() {\n \treturn this.children[0];\n }\n});\n\nTW_Element.prototype.addEventListener = function(type,listener,useCapture) {\n\t// Do nothing\n};\n\nObject.defineProperty(TW_Element.prototype, \"className\", {\n\tget: function() {\n\t\treturn this.attributes[\"class\"] || \"\";\n\t},\n set: function(value) {\n \tthis.attributes[\"class\"] = value;\n }\n});\n\nObject.defineProperty(TW_Element.prototype, \"value\", {\n\tget: function() {\n\t\treturn this.attributes[\"value\"] || \"\";\n\t},\n set: function(value) {\n \tthis.attributes[\"value\"] = value;\n }\n});\n\nObject.defineProperty(TW_Element.prototype, \"outerHTML\", {\n get: function() {\n\t\tvar output = [],attr,a,v;\n\t\toutput.push(\"<\",this.tag);\n\t\tif(this.attributes) {\n\t\t\tattr = [];\n\t\t\tfor(a in this.attributes) {\n\t\t\t\tattr.push(a);\n\t\t\t}\n\t\t\tattr.sort();\n\t\t\tfor(a=0; a<attr.length; a++) {\n\t\t\t\tv = this.attributes[attr[a]];\n\t\t\t\tif(v !== undefined) {\n\t\t\t\t\toutput.push(\" \",attr[a],\"='\",$tw.utils.htmlEncode(v),\"'\");\n\t\t\t\t}\n\t\t\t}\n\t\t}\n\t\toutput.push(\">\");\n\t\tif($tw.config.htmlVoidElements.indexOf(this.tag) === -1) {\n\t\t\toutput.push(this.innerHTML);\n\t\t\toutput.push(\"</\",this.tag,\">\");\n\t\t}\n\t\treturn output.join(\"\");\n }\n});\n\nObject.defineProperty(TW_Element.prototype, \"innerHTML\", {\n\tget: function() {\n\t\tif(this.isRaw) {\n\t\t\treturn this.rawHTML;\n\t\t} else {\n\t\t\tvar b = [];\n\t\t\t$tw.utils.each(this.children,function(node) {\n\t\t\t\tif(node instanceof TW_Element) {\n\t\t\t\t\tb.push(node.outerHTML);\n\t\t\t\t} else if(node instanceof TW_TextNode) {\n\t\t\t\t\tb.push($tw.utils.htmlEncode(node.textContent));\n\t\t\t\t}\n\t\t\t});\n\t\t\treturn b.join(\"\");\n\t\t}\n\t},\n set: function(value) {\n \tthis.isRaw = true;\n \tthis.rawHTML = value;\n }\n});\n\nObject.defineProperty(TW_Element.prototype, \"textContent\", {\n\tget: function() {\n\t\tif(this.isRaw) {\n\t\t\tthrow \"Cannot get textContent on a raw TW_Element\";\n\t\t} else {\n\t\t\tvar b = [];\n\t\t\t$tw.utils.each(this.children,function(node) {\n\t\t\t\tb.push(node.textContent);\n\t\t\t});\n\t\t\treturn b.join(\"\");\n\t\t}\n\t}\n});\n\nObject.defineProperty(TW_Element.prototype, \"formattedTextContent\", {\n\tget: function() {\n\t\tif(this.isRaw) {\n\t\t\tthrow \"Cannot get formattedTextContent on a raw TW_Element\";\n\t\t} else {\n\t\t\tvar b = [],\n\t\t\t\tisBlock = $tw.config.htmlBlockElements.indexOf(this.tag) !== -1;\n\t\t\tif(isBlock) {\n\t\t\t\tb.push(\"\\n\");\n\t\t\t}\n\t\t\tif(this.tag === \"li\") {\n\t\t\t\tb.push(\"* \")\n\t\t\t}\n\t\t\t$tw.utils.each(this.children,function(node) {\n\t\t\t\tb.push(node.formattedTextContent);\n\t\t\t});\n\t\t\tif(isBlock) {\n\t\t\t\tb.push(\"\\n\");\n\t\t\t}\n\t\t\treturn b.join(\"\");\n\t\t}\n\t}\n});\n\nvar document = {\n\tsetSequenceNumber: function(value) {\n\t\tsequenceNumber = value;\n\t},\n\tcreateElementNS: function(namespace,tag) {\n\t\treturn new TW_Element(tag,namespace);\n\t},\n\tcreateElement: function(tag) {\n\t\treturn new TW_Element(tag);\n\t},\n\tcreateTextNode: function(text) {\n\t\treturn new TW_TextNode(text);\n\t},\n\tisTiddlyWikiFakeDom: true\n};\n\nexports.fakeDocument = document;\n\n})();\n",
"title": "$:/core/modules/utils/fakedom.js",
"type": "application/javascript",
"module-type": "global"
},
"$:/core/modules/utils/filesystem.js": {
"text": "/*\\\ntitle: $:/core/modules/utils/filesystem.js\ntype: application/javascript\nmodule-type: utils-node\n\nFile system utilities\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nvar fs = require(\"fs\"),\n\tpath = require(\"path\");\n\n/*\nRecursively (and synchronously) copy a directory and all its content\n*/\nexports.copyDirectory = function(srcPath,dstPath) {\n\t// Remove any trailing path separators\n\tsrcPath = $tw.utils.removeTrailingSeparator(srcPath);\n\tdstPath = $tw.utils.removeTrailingSeparator(dstPath);\n\t// Create the destination directory\n\tvar err = $tw.utils.createDirectory(dstPath);\n\tif(err) {\n\t\treturn err;\n\t}\n\t// Function to copy a folder full of files\n\tvar copy = function(srcPath,dstPath) {\n\t\tvar srcStats = fs.lstatSync(srcPath),\n\t\t\tdstExists = fs.existsSync(dstPath);\n\t\tif(srcStats.isFile()) {\n\t\t\t$tw.utils.copyFile(srcPath,dstPath);\n\t\t} else if(srcStats.isDirectory()) {\n\t\t\tvar items = fs.readdirSync(srcPath);\n\t\t\tfor(var t=0; t<items.length; t++) {\n\t\t\t\tvar item = items[t],\n\t\t\t\t\terr = copy(srcPath + path.sep + item,dstPath + path.sep + item);\n\t\t\t\tif(err) {\n\t\t\t\t\treturn err;\n\t\t\t\t}\n\t\t\t};\n\t\t}\n\t};\n\tcopy(srcPath,dstPath);\n\treturn null;\n};\n\n/*\nCopy a file\n*/\nvar FILE_BUFFER_LENGTH = 64 * 1024,\n\tfileBuffer = $tw.node && new Buffer(FILE_BUFFER_LENGTH);\n\nexports.copyFile = function(srcPath,dstPath) {\n\t// Create any directories in the destination\n\t$tw.utils.createDirectory(path.dirname(dstPath));\n\t// Copy the file\n\tvar srcFile = fs.openSync(srcPath,\"r\"),\n\t\tdstFile = fs.openSync(dstPath,\"w\"),\n\t\tbytesRead = 1,\n\t\tpos = 0;\n\twhile (bytesRead > 0) {\n\t\tbytesRead = fs.readSync(srcFile,fileBuffer,0,FILE_BUFFER_LENGTH,pos);\n\t\tfs.writeSync(dstFile,fileBuffer,0,bytesRead);\n\t\tpos += bytesRead;\n\t}\n\tfs.closeSync(srcFile);\n\tfs.closeSync(dstFile);\n\treturn null;\n}\n\n/*\nRemove trailing path separator\n*/\nexports.removeTrailingSeparator = function(dirPath) {\n\tvar len = dirPath.length;\n\tif(dirPath.charAt(len-1) === path.sep) {\n\t\tdirPath = dirPath.substr(0,len-1);\n\t}\n\treturn dirPath;\n};\n\n/*\nRecursively create a directory\n*/\nexports.createDirectory = function(dirPath) {\n\tif(dirPath.substr(dirPath.length-1,1) !== path.sep) {\n\t\tdirPath = dirPath + path.sep;\n\t}\n\tvar pos = 1;\n\tpos = dirPath.indexOf(path.sep,pos);\n\twhile(pos !== -1) {\n\t\tvar subDirPath = dirPath.substr(0,pos);\n\t\tif(!$tw.utils.isDirectory(subDirPath)) {\n\t\t\ttry {\n\t\t\t\tfs.mkdirSync(subDirPath);\n\t\t\t} catch(e) {\n\t\t\t\treturn \"Error creating directory '\" + subDirPath + \"'\";\n\t\t\t}\n\t\t}\n\t\tpos = dirPath.indexOf(path.sep,pos + 1);\n\t}\n\treturn null;\n};\n\n/*\nRecursively create directories needed to contain a specified file\n*/\nexports.createFileDirectories = function(filePath) {\n\treturn $tw.utils.createDirectory(path.dirname(filePath));\n};\n\n/*\nRecursively delete a directory\n*/\nexports.deleteDirectory = function(dirPath) {\n\tif(fs.existsSync(dirPath)) {\n\t\tvar entries = fs.readdirSync(dirPath);\n\t\tfor(var entryIndex=0; entryIndex<entries.length; entryIndex++) {\n\t\t\tvar currPath = dirPath + path.sep + entries[entryIndex];\n\t\t\tif(fs.lstatSync(currPath).isDirectory()) {\n\t\t\t\t$tw.utils.deleteDirectory(currPath);\n\t\t\t} else {\n\t\t\t\tfs.unlinkSync(currPath);\n\t\t\t}\n\t\t}\n\tfs.rmdirSync(dirPath);\n\t}\n\treturn null;\n};\n\n/*\nCheck if a path identifies a directory\n*/\nexports.isDirectory = function(dirPath) {\n\treturn fs.existsSync(dirPath) && fs.statSync(dirPath).isDirectory();\n};\n\n})();\n",
"title": "$:/core/modules/utils/filesystem.js",
"type": "application/javascript",
"module-type": "utils-node"
},
"$:/core/modules/utils/logger.js": {
"text": "/*\\\ntitle: $:/core/modules/utils/logger.js\ntype: application/javascript\nmodule-type: utils\n\nA basic logging implementation\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nvar ALERT_TAG = \"$:/tags/Alert\";\n\n/*\nMake a new logger\n*/\nfunction Logger(componentName) {\n\tthis.componentName = componentName || \"\";\n}\n\n/*\nLog a message\n*/\nLogger.prototype.log = function(/* args */) {\n\tif(console !== undefined && console.log !== undefined) {\n\t\treturn Function.apply.call(console.log, console, [this.componentName + \":\"].concat(Array.prototype.slice.call(arguments,0)));\n\t}\n};\n\n/*\nAlert a message\n*/\nLogger.prototype.alert = function(/* args */) {\n\t// Prepare the text of the alert\n\tvar text = Array.prototype.join.call(arguments,\" \");\n\t// Check if there is an existing alert with the same text and the same component\n\tvar existingAlerts = $tw.wiki.getTiddlersWithTag(ALERT_TAG),\n\t\talertFields,\n\t\texistingCount,\n\t\tself = this;\n\t$tw.utils.each(existingAlerts,function(title) {\n\t\tvar tiddler = $tw.wiki.getTiddler(title);\n\t\tif(tiddler.fields.text === text && tiddler.fields.component === self.componentName && tiddler.fields.modified && (!alertFields || tiddler.fields.modified < alertFields.modified)) {\n\t\t\t\talertFields = $tw.utils.extend({},tiddler.fields);\n\t\t}\n\t});\n\tif(alertFields) {\n\t\texistingCount = alertFields.count || 1;\n\t} else {\n\t\talertFields = {\n\t\t\ttitle: $tw.wiki.generateNewTitle(\"$:/temp/alerts/alert\",{prefix: \"\"}),\n\t\t\ttext: text,\n\t\t\ttags: [ALERT_TAG],\n\t\t\tcomponent: this.componentName\n\t\t};\n\t\texistingCount = 0;\n\t}\n\talertFields.modified = new Date();\n\tif(++existingCount > 1) {\n\t\talertFields.count = existingCount;\n\t} else {\n\t\talertFields.count = undefined;\n\t}\n\t$tw.wiki.addTiddler(new $tw.Tiddler(alertFields));\n\t// Log it too\n\tthis.log.apply(this,Array.prototype.slice.call(arguments,0));\n};\n\nexports.Logger = Logger;\n\n})();\n",
"title": "$:/core/modules/utils/logger.js",
"type": "application/javascript",
"module-type": "utils"
},
"$:/core/modules/utils/parsetree.js": {
"text": "/*\\\ntitle: $:/core/modules/utils/parsetree.js\ntype: application/javascript\nmodule-type: utils\n\nParse tree utility functions.\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nexports.addAttributeToParseTreeNode = function(node,name,value) {\n\tnode.attributes = node.attributes || {};\n\tnode.attributes[name] = {type: \"string\", value: value};\n};\n\nexports.getAttributeValueFromParseTreeNode = function(node,name,defaultValue) {\n\tif(node.attributes && node.attributes[name] && node.attributes[name].value !== undefined) {\n\t\treturn node.attributes[name].value;\n\t}\n\treturn defaultValue;\n};\n\nexports.addClassToParseTreeNode = function(node,classString) {\n\tvar classes = [];\n\tnode.attributes = node.attributes || {};\n\tnode.attributes[\"class\"] = node.attributes[\"class\"] || {type: \"string\", value: \"\"};\n\tif(node.attributes[\"class\"].type === \"string\") {\n\t\tif(node.attributes[\"class\"].value !== \"\") {\n\t\t\tclasses = node.attributes[\"class\"].value.split(\" \");\n\t\t}\n\t\tif(classString !== \"\") {\n\t\t\t$tw.utils.pushTop(classes,classString.split(\" \"));\n\t\t}\n\t\tnode.attributes[\"class\"].value = classes.join(\" \");\n\t}\n};\n\nexports.addStyleToParseTreeNode = function(node,name,value) {\n\t\tnode.attributes = node.attributes || {};\n\t\tnode.attributes[\"style\"] = node.attributes[\"style\"] || {type: \"string\", value: \"\"};\n\t\tif(node.attributes[\"style\"].type === \"string\") {\n\t\t\tnode.attributes[\"style\"].value += name + \":\" + value + \";\";\n\t\t}\n};\n\nexports.findParseTreeNode = function(nodeArray,search) {\n\tfor(var t=0; t<nodeArray.length; t++) {\n\t\tif(nodeArray[t].type === search.type && nodeArray[t].tag === search.tag) {\n\t\t\treturn nodeArray[t];\n\t\t}\n\t}\n\treturn undefined;\n};\n\n})();\n",
"title": "$:/core/modules/utils/parsetree.js",
"type": "application/javascript",
"module-type": "utils"
},
"$:/core/modules/utils/performance.js": {
"text": "/*\\\ntitle: $:/core/modules/utils/performance.js\ntype: application/javascript\nmodule-type: global\n\nPerformance measurement.\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nfunction Performance(enabled) {\n\tthis.enabled = !!enabled;\n\tthis.measures = {}; // Hashmap of current values of measurements\n\tthis.logger = new $tw.utils.Logger(\"performance\");\n}\n\n/*\nWrap performance reporting around a top level function\n*/\nPerformance.prototype.report = function(name,fn) {\n\tvar self = this;\n\tif(this.enabled) {\n\t\treturn function() {\n\t\t\tself.measures = {};\n\t\t\tvar startTime = $tw.utils.timer(),\n\t\t\t\tresult = fn.apply(this,arguments);\n\t\t\tself.logger.log(name + \": \" + $tw.utils.timer(startTime) + \"ms\");\n\t\t\tfor(var m in self.measures) {\n\t\t\t\tself.logger.log(\"+\" + m + \": \" + self.measures[m] + \"ms\");\n\t\t\t}\n\t\t\treturn result;\n\t\t};\n\t} else {\n\t\treturn fn;\n\t}\n};\n\n/*\nWrap performance measurements around a subfunction\n*/\nPerformance.prototype.measure = function(name,fn) {\n\tvar self = this;\n\tif(this.enabled) {\n\t\treturn function() {\n\t\t\tvar startTime = $tw.utils.timer(),\n\t\t\t\tresult = fn.apply(this,arguments),\n\t\t\t\tvalue = self.measures[name] || 0;\n\t\t\tself.measures[name] = value + $tw.utils.timer(startTime);\n\t\t\treturn result;\n\t\t};\n\t} else {\n\t\treturn fn;\n\t}\n};\n\nexports.Performance = Performance;\n\n})();\n",
"title": "$:/core/modules/utils/performance.js",
"type": "application/javascript",
"module-type": "global"
},
"$:/core/modules/utils/pluginmaker.js": {
"text": "/*\\\ntitle: $:/core/modules/utils/pluginmaker.js\ntype: application/javascript\nmodule-type: utils\n\nA quick and dirty way to pack up plugins within the browser.\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nRepack a plugin, and then delete any non-shadow payload tiddlers\n*/\nexports.repackPlugin = function(title,additionalTiddlers,excludeTiddlers) {\n\tadditionalTiddlers = additionalTiddlers || [];\n\texcludeTiddlers = excludeTiddlers || [];\n\t// Get the plugin tiddler\n\tvar pluginTiddler = $tw.wiki.getTiddler(title);\n\tif(!pluginTiddler) {\n\t\tthrow \"No such tiddler as \" + title;\n\t}\n\t// Extract the JSON\n\ttry {\n\t\tvar jsonPluginTiddler = JSON.parse(pluginTiddler.fields.text);\n\t} catch(e) {\n\t\tthrow \"Cannot parse plugin tiddler \" + title + \"\\nError: \" + e;\n\t}\n\t// Get the list of tiddlers\n\tvar tiddlers = Object.keys(jsonPluginTiddler.tiddlers);\n\t// Add the additional tiddlers\n\t$tw.utils.pushTop(tiddlers,additionalTiddlers)\n\t// Remove any excluded tiddlers\n\tfor(var t=tiddlers.length-1; t>=0; t--) {\n\t\tif(excludeTiddlers.indexOf(tiddlers[t]) !== -1) {\n\t\t\ttiddlers.splice(t,1);\n\t\t}\n\t}\n\t// Pack up the tiddlers into a block of JSON\n\tvar plugins = {};\n\t$tw.utils.each(tiddlers,function(title) {\n\t\tvar tiddler = $tw.wiki.getTiddler(title),\n\t\t\tfields = {};\n\t\t$tw.utils.each(tiddler.fields,function (value,name) {\n\t\t\tfields[name] = tiddler.getFieldString(name);\n\t\t});\n\t\tplugins[title] = fields;\n\t});\n\t// Retrieve and bump the version number\n\tvar pluginVersion = $tw.utils.parseVersion(pluginTiddler.getFieldString(\"version\") || \"0.0.0\") || {\n\t\t\tmajor: \"0\",\n\t\t\tminor: \"0\",\n\t\t\tpatch: \"0\"\n\t\t};\n\tpluginVersion.patch++;\n\tvar version = pluginVersion.major + \".\" + pluginVersion.minor + \".\" + pluginVersion.patch;\n\tif(pluginVersion.prerelease) {\n\t\tversion += \"-\" + pluginVersion.prerelease;\n\t}\n\tif(pluginVersion.build) {\n\t\tversion += \"+\" + pluginVersion.build;\n\t}\n\t// Save the tiddler\n\t$tw.wiki.addTiddler(new $tw.Tiddler(pluginTiddler,{text: JSON.stringify({tiddlers: plugins},null,4), version: version}));\n\t// Delete any non-shadow constituent tiddlers\n\t$tw.utils.each(tiddlers,function(title) {\n\t\tif($tw.wiki.tiddlerExists(title)) {\n\t\t\t$tw.wiki.deleteTiddler(title);\n\t\t}\n\t});\n\t// Trigger an autosave\n\t$tw.rootWidget.dispatchEvent({type: \"tw-auto-save-wiki\"});\n\t// Return a heartwarming confirmation\n\treturn \"Plugin \" + title + \" successfully saved\";\n}\n\n})();\n",
"title": "$:/core/modules/utils/pluginmaker.js",
"type": "application/javascript",
"module-type": "utils"
},
"$:/core/modules/utils/utils.js": {
"text": "/*\\\ntitle: $:/core/modules/utils/utils.js\ntype: application/javascript\nmodule-type: utils\n\nVarious static utility functions.\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nTrim whitespace from the start and end of a string\nThanks to Steven Levithan, http://blog.stevenlevithan.com/archives/faster-trim-javascript\n*/\nexports.trim = function(str) {\n\tif(typeof str === \"string\") {\n\t\treturn str.replace(/^\\s\\s*/, '').replace(/\\s\\s*$/, '');\n\t} else {\n\t\treturn str;\n\t}\n};\n\n/*\nReturn the number of keys in an object\n*/\nexports.count = function(object) {\n\tvar s = 0;\n\t$tw.utils.each(object,function() {s++;});\n\treturn s;\n};\n\n/*\nCheck if an array is equal by value and by reference.\n*/\nexports.isArrayEqual = function(array1,array2) {\n\tif(array1 === array2) {\n\t\treturn true;\n\t}\n\tarray1 = array1 || [];\n\tarray2 = array2 || [];\n\tif(array1.length !== array2.length) {\n\t\treturn false;\n\t}\n\treturn array1.every(function(value,index) {\n\t\treturn value === array2[index];\n\t});\n};\n\n/*\nPush entries onto an array, removing them first if they already exist in the array\n\tarray: array to modify (assumed to be free of duplicates)\n\tvalue: a single value to push or an array of values to push\n*/\nexports.pushTop = function(array,value) {\n\tvar t,p;\n\tif($tw.utils.isArray(value)) {\n\t\t// Remove any array entries that are duplicated in the new values\n\t\tif(value.length !== 0) {\n\t\t\tif(array.length !== 0) {\n\t\t\t\tif(value.length < array.length) {\n\t\t\t\t\tfor(t=0; t<value.length; t++) {\n\t\t\t\t\t\tp = array.indexOf(value[t]);\n\t\t\t\t\t\tif(p !== -1) {\n\t\t\t\t\t\t\tarray.splice(p,1);\n\t\t\t\t\t\t}\n\t\t\t\t\t}\n\t\t\t\t} else {\n\t\t\t\t\tfor(t=array.length-1; t>=0; t--) {\n\t\t\t\t\t\tp = value.indexOf(array[t]);\n\t\t\t\t\t\tif(p !== -1) {\n\t\t\t\t\t\t\tarray.splice(t,1);\n\t\t\t\t\t\t}\n\t\t\t\t\t}\n\t\t\t\t}\n\t\t\t}\n\t\t\t// Push the values on top of the main array\n\t\t\tarray.push.apply(array,value);\n\t\t}\n\t} else {\n\t\tp = array.indexOf(value);\n\t\tif(p !== -1) {\n\t\t\tarray.splice(p,1);\n\t\t}\n\t\tarray.push(value);\n\t}\n};\n\n/*\nRemove entries from an array\n\tarray: array to modify\n\tvalue: a single value to remove, or an array of values to remove\n*/\nexports.removeArrayEntries = function(array,value) {\n\tvar t,p;\n\tif($tw.utils.isArray(value)) {\n\t\tfor(t=0; t<value.length; t++) {\n\t\t\tp = array.indexOf(value[t]);\n\t\t\tif(p !== -1) {\n\t\t\t\tarray.splice(p,1);\n\t\t\t}\n\t\t}\n\t} else {\n\t\tp = array.indexOf(value);\n\t\tif(p !== -1) {\n\t\t\tarray.splice(p,1);\n\t\t}\n\t}\n};\n\n/*\nCheck whether any members of a hashmap are present in another hashmap\n*/\nexports.checkDependencies = function(dependencies,changes) {\n\tvar hit = false;\n\t$tw.utils.each(changes,function(change,title) {\n\t\tif($tw.utils.hop(dependencies,title)) {\n\t\t\thit = true;\n\t\t}\n\t});\n\treturn hit;\n};\n\nexports.extend = function(object /* [, src] */) {\n\t$tw.utils.each(Array.prototype.slice.call(arguments, 1), function(source) {\n\t\tif(source) {\n\t\t\tfor(var property in source) {\n\t\t\t\tobject[property] = source[property];\n\t\t\t}\n\t\t}\n\t});\n\treturn object;\n};\n\nexports.deepCopy = function(object) {\n\tvar result,t;\n\tif($tw.utils.isArray(object)) {\n\t\t// Copy arrays\n\t\tresult = object.slice(0);\n\t} else if(typeof object === \"object\") {\n\t\tresult = {};\n\t\tfor(t in object) {\n\t\t\tif(object[t] !== undefined) {\n\t\t\t\tresult[t] = $tw.utils.deepCopy(object[t]);\n\t\t\t}\n\t\t}\n\t} else {\n\t\tresult = object;\n\t}\n\treturn result;\n};\n\nexports.extendDeepCopy = function(object,extendedProperties) {\n\tvar result = $tw.utils.deepCopy(object),t;\n\tfor(t in extendedProperties) {\n\t\tif(extendedProperties[t] !== undefined) {\n\t\t\tresult[t] = $tw.utils.deepCopy(extendedProperties[t]);\n\t\t}\n\t}\n\treturn result;\n};\n\nexports.slowInSlowOut = function(t) {\n\treturn (1 - ((Math.cos(t * Math.PI) + 1) / 2));\n};\n\nexports.formatDateString = function (date,template) {\n\tvar t = template.replace(/0hh12/g,$tw.utils.pad($tw.utils.getHours12(date)));\n\tt = t.replace(/hh12/g,$tw.utils.getHours12(date));\n\tt = t.replace(/0hh/g,$tw.utils.pad(date.getHours()));\n\tt = t.replace(/hh/g,date.getHours());\n\tt = t.replace(/mmm/g,$tw.config.dateFormats.shortMonths[date.getMonth()]);\n\tt = t.replace(/0mm/g,$tw.utils.pad(date.getMinutes()));\n\tt = t.replace(/mm/g,date.getMinutes());\n\tt = t.replace(/0ss/g,$tw.utils.pad(date.getSeconds()));\n\tt = t.replace(/ss/g,date.getSeconds());\n\tt = t.replace(/[ap]m/g,$tw.utils.getAmPm(date).toLowerCase());\n\tt = t.replace(/[AP]M/g,$tw.utils.getAmPm(date).toUpperCase());\n\tt = t.replace(/wYYYY/g,$tw.utils.getYearForWeekNo(date));\n\tt = t.replace(/wYY/g,$tw.utils.pad($tw.utils.getYearForWeekNo(date)-2000));\n\tt = t.replace(/YYYY/g,date.getFullYear());\n\tt = t.replace(/YY/g,$tw.utils.pad(date.getFullYear()-2000));\n\tt = t.replace(/MMM/g,$tw.config.dateFormats.months[date.getMonth()]);\n\tt = t.replace(/0MM/g,$tw.utils.pad(date.getMonth()+1));\n\tt = t.replace(/MM/g,date.getMonth()+1);\n\tt = t.replace(/0WW/g,$tw.utils.pad($tw.utils.getWeek(date)));\n\tt = t.replace(/WW/g,$tw.utils.getWeek(date));\n\tt = t.replace(/DDD/g,$tw.config.dateFormats.days[date.getDay()]);\n\tt = t.replace(/ddd/g,$tw.config.dateFormats.shortDays[date.getDay()]);\n\tt = t.replace(/0DD/g,$tw.utils.pad(date.getDate()));\n\tt = t.replace(/DDth/g,date.getDate()+$tw.utils.getDaySuffix(date));\n\tt = t.replace(/DD/g,date.getDate());\n\tvar tz = date.getTimezoneOffset();\n\tvar atz = Math.abs(tz);\n\tt = t.replace(/TZD/g,(tz < 0 ? '+' : '-') + $tw.utils.pad(Math.floor(atz / 60)) + ':' + $tw.utils.pad(atz % 60));\n\tt = t.replace(/\\\\(.)/g,\"$1\");\n\treturn t;\n};\n\nexports.getAmPm = function(date) {\n\treturn date.getHours() >= 12 ? $tw.config.dateFormats.pm : $tw.config.dateFormats.am;\n};\n\nexports.getDaySuffix = function(date) {\n\treturn $tw.config.dateFormats.daySuffixes[date.getDate()-1];\n};\n\nexports.getWeek = function(date) {\n\tvar dt = new Date(date.getTime());\n\tvar d = dt.getDay();\n\tif(d === 0) d=7;// JavaScript Sun=0, ISO Sun=7\n\tdt.setTime(dt.getTime()+(4-d)*86400000);// shift day to Thurs of same week to calculate weekNo\n\tvar n = Math.floor((dt.getTime()-new Date(dt.getFullYear(),0,1)+3600000)/86400000);\n\treturn Math.floor(n/7)+1;\n};\n\nexports.getYearForWeekNo = function(date) {\n\tvar dt = new Date(date.getTime());\n\tvar d = dt.getDay();\n\tif(d === 0) d=7;// JavaScript Sun=0, ISO Sun=7\n\tdt.setTime(dt.getTime()+(4-d)*86400000);// shift day to Thurs of same week\n\treturn dt.getFullYear();\n};\n\nexports.getHours12 = function(date) {\n\tvar h = date.getHours();\n\treturn h > 12 ? h-12 : ( h > 0 ? h : 12 );\n};\n\n/*\nConvert a date delta in milliseconds into a string representation of \"23 seconds ago\", \"27 minutes ago\" etc.\n\tdelta: delta in milliseconds\nReturns an object with these members:\n\tdescription: string describing the delta period\n\tupdatePeriod: time in millisecond until the string will be inaccurate\n*/\nexports.getRelativeDate = function(delta) {\n\tvar futurep = false;\n\tif(delta < 0) {\n\t\tdelta = -1 * delta;\n\t\tfuturep = true;\n\t}\n\tvar units = [\n\t\t{name: \"Years\", duration: 365 * 24 * 60 * 60 * 1000},\n\t\t{name: \"Months\", duration: (365/12) * 24 * 60 * 60 * 1000},\n\t\t{name: \"Days\", duration: 24 * 60 * 60 * 1000},\n\t\t{name: \"Hours\", duration: 60 * 60 * 1000},\n\t\t{name: \"Minutes\", duration: 60 * 1000},\n\t\t{name: \"Seconds\", duration: 1000}\n\t];\n\tfor(var t=0; t<units.length; t++) {\n\t\tvar result = Math.floor(delta / units[t].duration);\n\t\tif(result >= 2) {\n\t\t\treturn {\n\t\t\t\tdelta: delta,\n\t\t\t\tdescription: $tw.language.getString(\n\t\t\t\t\t\"RelativeDate/\" + (futurep ? \"Future\" : \"Past\") + \"/\" + units[t].name,\n\t\t\t\t\t{variables:\n\t\t\t\t\t\t{period: result.toString()}\n\t\t\t\t\t}\n\t\t\t\t),\n\t\t\t\tupdatePeriod: units[t].duration\n\t\t\t};\n\t\t}\n\t}\n\treturn {\n\t\tdelta: delta,\n\t\tdescription: $tw.language.getString(\n\t\t\t\"RelativeDate/\" + (futurep ? \"Future\" : \"Past\") + \"/Second\",\n\t\t\t{variables:\n\t\t\t\t{period: \"1\"}\n\t\t\t}\n\t\t),\n\t\tupdatePeriod: 1000\n\t};\n};\n\n// Convert & to \"&\", < to \"<\", > to \">\" and \" to \""\"\nexports.htmlEncode = function(s) {\n\tif(s) {\n\t\treturn s.toString().replace(/&/mg,\"&\").replace(/</mg,\"<\").replace(/>/mg,\">\").replace(/\\\"/mg,\""\");\n\t} else {\n\t\treturn \"\";\n\t}\n};\n\n// Converts all HTML entities to their character equivalents\nexports.entityDecode = function(s) {\n\tvar e = s.substr(1,s.length-2); // Strip the & and the ;\n\tif(e.charAt(0) === \"#\") {\n\t\tif(e.charAt(1) === \"x\" || e.charAt(1) === \"X\") {\n\t\t\treturn String.fromCharCode(parseInt(e.substr(2),16));\t\n\t\t} else {\n\t\t\treturn String.fromCharCode(parseInt(e.substr(1),10));\n\t\t}\n\t} else {\n\t\tvar c = $tw.config.htmlEntities[e];\n\t\tif(c) {\n\t\t\treturn String.fromCharCode(c);\n\t\t} else {\n\t\t\treturn s; // Couldn't convert it as an entity, just return it raw\n\t\t}\n\t}\n};\n\nexports.unescapeLineBreaks = function(s) {\n\treturn s.replace(/\\\\n/mg,\"\\n\").replace(/\\\\b/mg,\" \").replace(/\\\\s/mg,\"\\\\\").replace(/\\r/mg,\"\");\n};\n\n/*\n * Returns an escape sequence for given character. Uses \\x for characters <=\n * 0xFF to save space, \\u for the rest.\n *\n * The code needs to be in sync with th code template in the compilation\n * function for \"action\" nodes.\n */\n// Copied from peg.js, thanks to David Majda\nexports.escape = function(ch) {\n\tvar charCode = ch.charCodeAt(0);\n\tif(charCode <= 0xFF) {\n\t\treturn '\\\\x' + $tw.utils.pad(charCode.toString(16).toUpperCase());\n\t} else {\n\t\treturn '\\\\u' + $tw.utils.pad(charCode.toString(16).toUpperCase(),4);\n\t}\n};\n\n// Turns a string into a legal JavaScript string\n// Copied from peg.js, thanks to David Majda\nexports.stringify = function(s) {\n\t/*\n\t* ECMA-262, 5th ed., 7.8.4: All characters may appear literally in a string\n\t* literal except for the closing quote character, backslash, carriage return,\n\t* line separator, paragraph separator, and line feed. Any character may\n\t* appear in the form of an escape sequence.\n\t*\n\t* For portability, we also escape escape all non-ASCII characters.\n\t*/\n\treturn s\n\t\t.replace(/\\\\/g, '\\\\\\\\') // backslash\n\t\t.replace(/\"/g, '\\\\\"') // double quote character\n\t\t.replace(/'/g, \"\\\\'\") // single quote character\n\t\t.replace(/\\r/g, '\\\\r') // carriage return\n\t\t.replace(/\\n/g, '\\\\n') // line feed\n\t\t.replace(/[\\x80-\\uFFFF]/g, exports.escape); // non-ASCII characters\n};\n\n/*\nEscape the RegExp special characters with a preceding backslash\n*/\nexports.escapeRegExp = function(s) {\n return s.replace(/[\\-\\/\\\\\\^\\$\\*\\+\\?\\.\\(\\)\\|\\[\\]\\{\\}]/g, '\\\\$&');\n};\n\nexports.nextTick = function(fn) {\n/*global window: false */\n\tif(typeof window !== \"undefined\") {\n\t\t// Apparently it would be faster to use postMessage - http://dbaron.org/log/20100309-faster-timeouts\n\t\twindow.setTimeout(fn,4);\n\t} else {\n\t\tprocess.nextTick(fn);\n\t}\n};\n\n/*\nConvert a hyphenated CSS property name into a camel case one\n*/\nexports.unHyphenateCss = function(propName) {\n\treturn propName.replace(/-([a-z])/gi, function(match0,match1) {\n\t\treturn match1.toUpperCase();\n\t});\n};\n\n/*\nConvert a camelcase CSS property name into a dashed one (\"backgroundColor\" --> \"background-color\")\n*/\nexports.hyphenateCss = function(propName) {\n\treturn propName.replace(/([A-Z])/g, function(match0,match1) {\n\t\treturn \"-\" + match1.toLowerCase();\n\t});\n};\n\n/*\nParse a text reference of one of these forms:\n* title\n* !!field\n* title!!field\n* title##index\n* etc\nReturns an object with the following fields, all optional:\n* title: tiddler title\n* field: tiddler field name\n* index: JSON property index\n*/\nexports.parseTextReference = function(textRef) {\n\t// Separate out the title, field name and/or JSON indices\n\tvar reTextRef = /^\\s*([^!#]+)?(?:(?:!!([^\\s]+))|(?:##(.+)))?\\s*/mg,\n\t\tmatch = reTextRef.exec(textRef);\n\tif(match && reTextRef.lastIndex === textRef.length) {\n\t\t// Return the parts\n\t\treturn {\n\t\t\ttitle: match[1],\n\t\t\tfield: match[2],\n\t\t\tindex: match[3]\n\t\t};\n\t} else {\n\t\t// If we couldn't parse it (eg it started with a)\n\t\treturn {\n\t\t\ttitle: textRef\n\t\t};\n\t}\n};\n\n/*\nChecks whether a string is a valid fieldname\n*/\nexports.isValidFieldName = function(name) {\n\tif(!name || typeof name !== \"string\") {\n\t\treturn false;\n\t}\n\tname = name.toLowerCase().trim();\n\tvar fieldValidatorRegEx = /^[a-z0-9\\-\\._]+$/mg;\n\treturn fieldValidatorRegEx.test(name);\n};\n\n/*\nExtract the version number from the meta tag or from the boot file\n*/\n\nif($tw.browser) {\n\n// Browser version\nexports.extractVersionInfo = function() {\n\tvar metatags = document.getElementsByTagName(\"meta\");\n\tfor(var t=0; t<metatags.length; t++) {\n\t\tvar m = metatags[t];\n\t\tif(m.name === \"tiddlywiki-version\") {\n\t\t\treturn m.content;\n\t\t}\n\t}\n\treturn null;\n};\n\n} else {\n\n// Server version\nexports.extractVersionInfo = function() {\n\treturn $tw.packageInfo.version;\n};\n\n}\n\n/*\nGet the animation duration in ms\n*/\nexports.getAnimationDuration = function() {\n\treturn parseInt($tw.wiki.getTiddlerText(\"$:/config/AnimationDuration\",\"400\"),10);\n};\n\n/*\nHash a string to a number\nDerived from http://stackoverflow.com/a/15710692\n*/\nexports.hashString = function(str) {\n\treturn str.split(\"\").reduce(function(a,b) {\n\t\ta = ((a << 5) - a) + b.charCodeAt(0);\n\t\treturn a & a;\n\t},0);\n};\n\n/*\nDecode a base64 string\n*/\nexports.base64Decode = function(string64) {\n\tif($tw.browser) {\n\t\t// TODO\n\t\tthrow \"$tw.utils.base64Decode() doesn't work in the browser\";\n\t} else {\n\t\treturn (new Buffer(string64,\"base64\")).toString();\n\t}\n};\n\n/*\nConvert a hashmap into a tiddler dictionary format sequence of name:value pairs\n*/\nexports.makeTiddlerDictionary = function(data) {\n\tvar output = [];\n\tfor(var name in data) {\n\t\toutput.push(name + \": \" + data[name]);\n\t}\n\treturn output.join(\"\\n\");\n};\n\n/*\nHigh resolution microsecond timer for profiling\n*/\nexports.timer = function(base) {\n\tvar m;\n\tif($tw.node) {\n\t\tvar r = process.hrtime();\t\t\n\t\tm = r[0] * 1e3 + (r[1] / 1e6);\n\t} else if(window.performance) {\n\t\tm = performance.now();\n\t} else {\n\t\tm = Date.now();\n\t}\n\tif(typeof base !== \"undefined\") {\n\t\tm = m - base;\n\t}\n\treturn m;\n};\n\n})();\n",
"title": "$:/core/modules/utils/utils.js",
"type": "application/javascript",
"module-type": "utils"
},
"$:/core/modules/widgets/browse.js": {
"text": "/*\\\ntitle: $:/core/modules/widgets/browse.js\ntype: application/javascript\nmodule-type: widget\n\nBrowse widget for browsing for files to import\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nvar Widget = require(\"$:/core/modules/widgets/widget.js\").widget;\n\nvar BrowseWidget = function(parseTreeNode,options) {\n\tthis.initialise(parseTreeNode,options);\n};\n\n/*\nInherit from the base widget class\n*/\nBrowseWidget.prototype = new Widget();\n\n/*\nRender this widget into the DOM\n*/\nBrowseWidget.prototype.render = function(parent,nextSibling) {\n\tvar self = this;\n\t// Remember parent\n\tthis.parentDomNode = parent;\n\t// Compute attributes and execute state\n\tthis.computeAttributes();\n\tthis.execute();\n\t// Create element\n\tvar domNode = this.document.createElement(\"input\");\n\tdomNode.setAttribute(\"type\",\"file\");\n\tdomNode.setAttribute(\"multiple\",\"multiple\");\n\t// Add a click event handler\n\tdomNode.addEventListener(\"change\",function (event) {\n\t\tself.wiki.readFiles(event.target.files,function(tiddlerFieldsArray) {\n\t\t\tself.dispatchEvent({type: \"tw-import-tiddlers\", param: JSON.stringify(tiddlerFieldsArray)});\n\t\t});\n\t\treturn false;\n\t},false);\n\t// Insert element\n\tparent.insertBefore(domNode,nextSibling);\n\tthis.renderChildren(domNode,null);\n\tthis.domNodes.push(domNode);\n};\n\n/*\nCompute the internal state of the widget\n*/\nBrowseWidget.prototype.execute = function() {\n};\n\n/*\nSelectively refreshes the widget if needed. Returns true if the widget or any of its children needed re-rendering\n*/\nBrowseWidget.prototype.refresh = function(changedTiddlers) {\n\treturn false;\n};\n\nexports.browse = BrowseWidget;\n\n})();\n",
"title": "$:/core/modules/widgets/browse.js",
"type": "application/javascript",
"module-type": "widget"
},
"$:/core/modules/widgets/button.js": {
"text": "/*\\\ntitle: $:/core/modules/widgets/button.js\ntype: application/javascript\nmodule-type: widget\n\nButton widget\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nvar Widget = require(\"$:/core/modules/widgets/widget.js\").widget;\n\nvar ButtonWidget = function(parseTreeNode,options) {\n\tthis.initialise(parseTreeNode,options);\n};\n\n/*\nInherit from the base widget class\n*/\nButtonWidget.prototype = new Widget();\n\n/*\nRender this widget into the DOM\n*/\nButtonWidget.prototype.render = function(parent,nextSibling) {\n\tvar self = this;\n\t// Remember parent\n\tthis.parentDomNode = parent;\n\t// Compute attributes and execute state\n\tthis.computeAttributes();\n\tthis.execute();\n\t// Create element\n\tvar domNode = this.document.createElement(\"button\");\n\t// Assign classes\n\tvar classes = this[\"class\"].split(\" \") || [];\n\tif(this.selectedClass) {\n\t\tif(this.set && this.setTo && this.isSelected()) {\n\t\t\t$tw.utils.pushTop(classes,this.selectedClass.split(\" \"));\n\t\t}\n\t\tif(this.popup && this.isPoppedUp()) {\n\t\t\t$tw.utils.pushTop(classes,this.selectedClass.split(\" \"));\n\t\t}\n\t}\n\tdomNode.className = classes.join(\" \");\n\t// Assign other attributes\n\tif(this.style) {\n\t\tdomNode.setAttribute(\"style\",this.style);\n\t}\n\tif(this.title) {\n\t\tdomNode.setAttribute(\"title\",this.title);\n\t}\n\tif(this[\"aria-label\"]) {\n\t\tdomNode.setAttribute(\"aria-label\",this[\"aria-label\"]);\n\t}\n\t// Add a click event handler\n\tdomNode.addEventListener(\"click\",function (event) {\n\t\tvar handled = false;\n\t\tif(self.to) {\n\t\t\tself.navigateTo(event);\n\t\t\thandled = true;\n\t\t}\n\t\tif(self.message) {\n\t\t\tself.dispatchMessage(event);\n\t\t\thandled = true;\n\t\t}\n\t\tif(self.popup) {\n\t\t\tself.triggerPopup(event);\n\t\t\thandled = true;\n\t\t}\n\t\tif(self.set) {\n\t\t\tself.setTiddler();\n\t\t\thandled = true;\n\t\t}\n\t\tif(handled) {\n\t\t\tevent.preventDefault();\n\t\t\tevent.stopPropagation();\n\t\t}\n\t\treturn handled;\n\t},false);\n\t// Insert element\n\tparent.insertBefore(domNode,nextSibling);\n\tthis.renderChildren(domNode,null);\n\tthis.domNodes.push(domNode);\n};\n\nButtonWidget.prototype.isSelected = function() {\n\tvar tiddler = this.wiki.getTiddler(this.set);\n\treturn tiddler ? tiddler.fields.text === this.setTo : this.defaultSetValue === this.setTo;\n};\n\nButtonWidget.prototype.isPoppedUp = function() {\n\tvar tiddler = this.wiki.getTiddler(this.popup);\n\tvar result = tiddler && tiddler.fields.text ? $tw.popup.readPopupState(this.popup,tiddler.fields.text) : false;\n\treturn result;\n};\n\nButtonWidget.prototype.navigateTo = function(event) {\n\tvar bounds = this.domNodes[0].getBoundingClientRect();\n\tthis.dispatchEvent({\n\t\ttype: \"tw-navigate\",\n\t\tnavigateTo: this.to,\n\t\tnavigateFromTitle: this.getVariable(\"storyTiddler\"),\n\t\tnavigateFromNode: this,\n\t\tnavigateFromClientRect: { top: bounds.top, left: bounds.left, width: bounds.width, right: bounds.right, bottom: bounds.bottom, height: bounds.height\n\t\t},\n\t\tnavigateSuppressNavigation: event.metaKey || event.ctrlKey || (event.button === 1)\n\t});\n};\n\nButtonWidget.prototype.dispatchMessage = function(event) {\n\tthis.dispatchEvent({type: this.message, param: this.param, tiddlerTitle: this.getVariable(\"currentTiddler\")});\n};\n\nButtonWidget.prototype.triggerPopup = function(event) {\n\t$tw.popup.triggerPopup({\n\t\tdomNode: this.domNodes[0],\n\t\ttitle: this.popup,\n\t\twiki: this.wiki\n\t});\n};\n\nButtonWidget.prototype.setTiddler = function() {\n\tthis.wiki.setTextReference(this.set,this.setTo,this.getVariable(\"currentTiddler\"));\n};\n\n/*\nCompute the internal state of the widget\n*/\nButtonWidget.prototype.execute = function() {\n\t// Get attributes\n\tthis.to = this.getAttribute(\"to\");\n\tthis.message = this.getAttribute(\"message\");\n\tthis.param = this.getAttribute(\"param\");\n\tthis.set = this.getAttribute(\"set\");\n\tthis.setTo = this.getAttribute(\"setTo\");\n\tthis.popup = this.getAttribute(\"popup\");\n\tthis.hover = this.getAttribute(\"hover\");\n\tthis[\"class\"] = this.getAttribute(\"class\",\"\");\n\tthis[\"aria-label\"] = this.getAttribute(\"aria-label\");\n\tthis.title = this.getAttribute(\"title\");\n\tthis.style = this.getAttribute(\"style\");\n\tthis.selectedClass = this.getAttribute(\"selectedClass\");\n\tthis.defaultSetValue = this.getAttribute(\"default\");\n\t// Make child widgets\n\tthis.makeChildWidgets();\n};\n\n/*\nSelectively refreshes the widget if needed. Returns true if the widget or any of its children needed re-rendering\n*/\nButtonWidget.prototype.refresh = function(changedTiddlers) {\n\tvar changedAttributes = this.computeAttributes();\n\tif(changedAttributes.to || changedAttributes.message || changedAttributes.param || changedAttributes.set || changedAttributes.setTo || changedAttributes.popup || changedAttributes.hover || changedAttributes[\"class\"] || changedAttributes.selectedClass || changedAttributes.style || (this.set && changedTiddlers[this.set]) || (this.popup && changedTiddlers[this.popup])) {\n\t\tthis.refreshSelf();\n\t\treturn true;\n\t}\n\treturn this.refreshChildren(changedTiddlers);\n};\n\nexports.button = ButtonWidget;\n\n})();\n",
"title": "$:/core/modules/widgets/button.js",
"type": "application/javascript",
"module-type": "widget"
},
"$:/core/modules/widgets/checkbox.js": {
"text": "/*\\\ntitle: $:/core/modules/widgets/checkbox.js\ntype: application/javascript\nmodule-type: widget\n\nCheckbox widget\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nvar Widget = require(\"$:/core/modules/widgets/widget.js\").widget;\n\nvar CheckboxWidget = function(parseTreeNode,options) {\n\tthis.initialise(parseTreeNode,options);\n};\n\n/*\nInherit from the base widget class\n*/\nCheckboxWidget.prototype = new Widget();\n\n/*\nRender this widget into the DOM\n*/\nCheckboxWidget.prototype.render = function(parent,nextSibling) {\n\t// Save the parent dom node\n\tthis.parentDomNode = parent;\n\t// Compute our attributes\n\tthis.computeAttributes();\n\t// Execute our logic\n\tthis.execute();\n\t// Create our elements\n\tthis.labelDomNode = this.document.createElement(\"label\");\n\tthis.inputDomNode = this.document.createElement(\"input\");\n\tthis.inputDomNode.setAttribute(\"type\",\"checkbox\");\n\tif(this.getValue()) {\n\t\tthis.inputDomNode.setAttribute(\"checked\",\"true\");\n\t}\n\tthis.labelDomNode.appendChild(this.inputDomNode);\n\tthis.spanDomNode = this.document.createElement(\"span\");\n\tthis.labelDomNode.appendChild(this.spanDomNode);\n\t// Add a click event handler\n\t$tw.utils.addEventListeners(this.inputDomNode,[\n\t\t{name: \"change\", handlerObject: this, handlerMethod: \"handleChangeEvent\"}\n\t]);\n\t// Insert the label into the DOM and render any children\n\tparent.insertBefore(this.labelDomNode,nextSibling);\n\tthis.renderChildren(this.spanDomNode,null);\n\tthis.domNodes.push(this.labelDomNode);\n};\n\nCheckboxWidget.prototype.getValue = function() {\n\tvar tiddler = this.wiki.getTiddler(this.checkboxTitle);\n\treturn tiddler ? tiddler.hasTag(this.checkboxTag) : false;\n};\n\nCheckboxWidget.prototype.handleChangeEvent = function(event) {\n\tvar checked = this.inputDomNode.checked,\n\t\ttiddler = this.wiki.getTiddler(this.checkboxTitle);\n\tif(tiddler && tiddler.hasTag(this.checkboxTag) !== checked) {\n\t\tvar newTags = (tiddler.fields.tags || []).slice(0),\n\t\t\tpos = newTags.indexOf(this.checkboxTag);\n\t\tif(pos !== -1) {\n\t\t\tnewTags.splice(pos,1);\n\t\t}\n\t\tif(checked) {\n\t\t\tnewTags.push(this.checkboxTag);\n\t\t}\n\t\tthis.wiki.addTiddler(new $tw.Tiddler(tiddler,{tags: newTags},this.wiki.getModificationFields()));\n\t}\n};\n\n/*\nCompute the internal state of the widget\n*/\nCheckboxWidget.prototype.execute = function() {\n\t// Get the parameters from the attributes\n\tthis.checkboxTitle = this.getAttribute(\"tiddler\",this.getVariable(\"currentTiddler\"));\n\tthis.checkboxTag = this.getAttribute(\"tag\");\n\t// Make the child widgets\n\tthis.makeChildWidgets();\n};\n\n/*\nSelectively refreshes the widget if needed. Returns true if the widget or any of its children needed re-rendering\n*/\nCheckboxWidget.prototype.refresh = function(changedTiddlers) {\n\tvar changedAttributes = this.computeAttributes();\n\tif(changedAttributes.tiddler || changedAttributes.tag || changedAttributes[\"class\"]) {\n\t\tthis.refreshSelf();\n\t\treturn true;\n\t} else {\n\t\tvar refreshed = false;\n\t\tif(changedTiddlers[this.checkboxTitle]) {\n\t\t\tthis.inputDomNode.checked = this.getValue();\n\t\t\trefreshed = true;\n\t\t}\n\t\treturn this.refreshChildren(changedTiddlers) || refreshed;\n\t}\n};\n\nexports.checkbox = CheckboxWidget;\n\n})();\n",
"title": "$:/core/modules/widgets/checkbox.js",
"type": "application/javascript",
"module-type": "widget"
},
"$:/core/modules/widgets/codeblock.js": {
"text": "/*\\\ntitle: $:/core/modules/widgets/codeblock.js\ntype: application/javascript\nmodule-type: widget\n\nCode block node widget\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nvar Widget = require(\"$:/core/modules/widgets/widget.js\").widget;\n\nvar CodeBlockWidget = function(parseTreeNode,options) {\n\tthis.initialise(parseTreeNode,options);\n};\n\n/*\nInherit from the base widget class\n*/\nCodeBlockWidget.prototype = new Widget();\n\n/*\nRender this widget into the DOM\n*/\nCodeBlockWidget.prototype.render = function(parent,nextSibling) {\n\tthis.parentDomNode = parent;\n\tthis.computeAttributes();\n\tthis.execute();\n\tvar codeNode = this.document.createElement(\"code\"),\n\t\tdomNode = this.document.createElement(\"pre\");\n\tcodeNode.appendChild(this.document.createTextNode(this.getAttribute(\"code\")));\n\tdomNode.appendChild(codeNode);\n\tparent.insertBefore(domNode,nextSibling);\n\tthis.domNodes.push(domNode);\n\tif(this.postRender) {\n\t\tthis.postRender();\n\t}\n};\n\n/*\nCompute the internal state of the widget\n*/\nCodeBlockWidget.prototype.execute = function() {\n\tthis.language = this.getAttribute(\"language\");\n};\n\n/*\nSelectively refreshes the widget if needed. Returns true if the widget or any of its children needed re-rendering\n*/\nCodeBlockWidget.prototype.refresh = function(changedTiddlers) {\n\treturn false;\n};\n\nexports.codeblock = CodeBlockWidget;\n\n})();\n",
"title": "$:/core/modules/widgets/codeblock.js",
"type": "application/javascript",
"module-type": "widget"
},
"$:/core/modules/widgets/count.js": {
"text": "/*\\\ntitle: $:/core/modules/widgets/count.js\ntype: application/javascript\nmodule-type: widget\n\nCount widget\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nvar Widget = require(\"$:/core/modules/widgets/widget.js\").widget;\n\nvar CountWidget = function(parseTreeNode,options) {\n\tthis.initialise(parseTreeNode,options);\n};\n\n/*\nInherit from the base widget class\n*/\nCountWidget.prototype = new Widget();\n\n/*\nRender this widget into the DOM\n*/\nCountWidget.prototype.render = function(parent,nextSibling) {\n\tthis.parentDomNode = parent;\n\tthis.computeAttributes();\n\tthis.execute();\n\tvar textNode = this.document.createTextNode(this.currentCount);\n\tparent.insertBefore(textNode,nextSibling);\n\tthis.domNodes.push(textNode);\n};\n\n/*\nCompute the internal state of the widget\n*/\nCountWidget.prototype.execute = function() {\n\t// Get parameters from our attributes\n\tthis.filter = this.getAttribute(\"filter\");\n\t// Execute the filter\n\tif(this.filter) {\n\t\tthis.currentCount = this.wiki.filterTiddlers(this.filter,this).length;\n\t} else {\n\t\tthis.currentCount = undefined;\n\t}\n};\n\n/*\nSelectively refreshes the widget if needed. Returns true if the widget or any of its children needed re-rendering\n*/\nCountWidget.prototype.refresh = function(changedTiddlers) {\n\t// Re-execute the filter to get the count\n\tthis.computeAttributes();\n\tvar oldCount = this.currentCount;\n\tthis.execute();\n\tif(this.currentCount !== oldCount) {\n\t\t// Regenerate and rerender the widget and replace the existing DOM node\n\t\tthis.refreshSelf();\n\t\treturn true;\n\t} else {\n\t\treturn false;\n\t}\n\n};\n\nexports.count = CountWidget;\n\n})();\n",
"title": "$:/core/modules/widgets/count.js",
"type": "application/javascript",
"module-type": "widget"
},
"$:/core/modules/widgets/dropzone.js": {
"text": "/*\\\ntitle: $:/core/modules/widgets/dropzone.js\ntype: application/javascript\nmodule-type: widget\n\nDropzone widget\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nvar Widget = require(\"$:/core/modules/widgets/widget.js\").widget;\n\nvar DropZoneWidget = function(parseTreeNode,options) {\n\tthis.initialise(parseTreeNode,options);\n};\n\n/*\nInherit from the base widget class\n*/\nDropZoneWidget.prototype = new Widget();\n\n/*\nRender this widget into the DOM\n*/\nDropZoneWidget.prototype.render = function(parent,nextSibling) {\n\tvar self = this;\n\t// Remember parent\n\tthis.parentDomNode = parent;\n\t// Compute attributes and execute state\n\tthis.computeAttributes();\n\tthis.execute();\n\t// Create element\n\tvar domNode = this.document.createElement(\"div\");\n\tdomNode.className = \"tw-dropzone\";\n\t// Add event handlers\n\t$tw.utils.addEventListeners(domNode,[\n\t\t{name: \"dragenter\", handlerObject: this, handlerMethod: \"handleDragEnterEvent\"},\n\t\t{name: \"dragover\", handlerObject: this, handlerMethod: \"handleDragOverEvent\"},\n\t\t{name: \"dragleave\", handlerObject: this, handlerMethod: \"handleDragLeaveEvent\"},\n\t\t{name: \"drop\", handlerObject: this, handlerMethod: \"handleDropEvent\"},\n\t\t{name: \"paste\", handlerObject: this, handlerMethod: \"handlePasteEvent\"}\n\t]);\n\tdomNode.addEventListener(\"click\",function (event) {\n\t},false);\n\t// Insert element\n\tparent.insertBefore(domNode,nextSibling);\n\tthis.renderChildren(domNode,null);\n\tthis.domNodes.push(domNode);\n};\n\nDropZoneWidget.prototype.handleDragEnterEvent = function(event) {\n\t// We count enter/leave events\n\tthis.dragEnterCount = (this.dragEnterCount || 0) + 1;\n\t// If we're entering for the first time we need to apply highlighting\n\tif(this.dragEnterCount === 1) {\n\t\t$tw.utils.addClass(this.domNodes[0],\"tw-dragover\");\n\t}\n\t// Tell the browser that we're ready to handle the drop\n\tevent.preventDefault();\n\t// Tell the browser not to ripple the drag up to any parent drop handlers\n\tevent.stopPropagation();\n};\n\nDropZoneWidget.prototype.handleDragOverEvent = function(event) {\n\t// Check for being over a TEXTAREA or INPUT\n\tif([\"TEXTAREA\",\"INPUT\"].indexOf(event.target.tagName) !== -1) {\n\t\treturn false;\n\t}\n\t// Tell the browser that we're still interested in the drop\n\tevent.preventDefault();\n\tevent.dataTransfer.dropEffect = \"copy\"; // Explicitly show this is a copy\n};\n\nDropZoneWidget.prototype.handleDragLeaveEvent = function(event) {\n\t// Reduce the enter count\n\tthis.dragEnterCount = (this.dragEnterCount || 0) - 1;\n\t// Remove highlighting if we're leaving externally\n\tif(this.dragEnterCount <= 0) {\n\t\t$tw.utils.removeClass(this.domNodes[0],\"tw-dragover\");\n\t}\n};\n\nDropZoneWidget.prototype.handleDropEvent = function(event) {\n\t// Check for being over a TEXTAREA or INPUT\n\tif([\"TEXTAREA\",\"INPUT\"].indexOf(event.target.tagName) !== -1) {\n\t\treturn false;\n\t}\n\tvar self = this,\n\t\tdataTransfer = event.dataTransfer;\n\t// Reset the enter count\n\tthis.dragEnterCount = 0;\n\t// Remove highlighting\n\t$tw.utils.removeClass(this.domNodes[0],\"tw-dragover\");\n\t// Import any files in the drop\n\tvar numFiles = this.wiki.readFiles(dataTransfer.files,function(tiddlerFieldsArray) {\n\t\tself.dispatchEvent({type: \"tw-import-tiddlers\", param: JSON.stringify(tiddlerFieldsArray)});\n\t});\n\t// Try to import the various data types we understand\n\tif(numFiles === 0) {\n\t\tthis.importData(dataTransfer);\n\t}\n\t// Tell the browser that we handled the drop\n\tevent.preventDefault();\n\t// Stop the drop ripple up to any parent handlers\n\tevent.stopPropagation();\n};\n\nDropZoneWidget.prototype.importData = function(dataTransfer) {\n\t// Try each provided data type in turn\n\tfor(var t=0; t<this.importDataTypes.length; t++) {\n\t\tif(!$tw.browser.isIE || this.importDataTypes[t].IECompatible) {\n\t\t\t// Get the data\n\t\t\tvar dataType = this.importDataTypes[t];\n\t\t\t\tvar data = dataTransfer.getData(dataType.type);\n\t\t\t// Import the tiddlers in the data\n\t\t\tif(data !== \"\" && data !== null) {\n\t\t\t\tvar tiddlerFields = dataType.convertToFields(data);\n\t\t\t\tif(!tiddlerFields.title) {\n\t\t\t\t\ttiddlerFields.title = this.wiki.generateNewTitle(\"Untitled\");\n\t\t\t\t}\n\t\t\t\tthis.dispatchEvent({type: \"tw-import-tiddlers\", param: JSON.stringify([tiddlerFields])});\n\t\t\t\treturn;\n\t\t\t}\n\t\t}\n\t};\n};\n\nDropZoneWidget.prototype.importDataTypes = [\n\t{type: \"text/vnd.tiddler\", IECompatible: false, convertToFields: function(data) {\n\t\treturn JSON.parse(data);\n\t}},\n\t{type: \"URL\", IECompatible: true, convertToFields: function(data) {\n\t\t// Check for tiddler data URI\n\t\tvar match = decodeURI(data).match(/^data\\:text\\/vnd\\.tiddler,(.*)/i);\n\t\tif(match) {\n\t\t\treturn JSON.parse(match[1]);\n\t\t} else {\n\t\t\treturn { // As URL string\n\t\t\t\ttext: data\n\t\t\t};\n\t\t}\n\t}},\n\t{type: \"text/x-moz-url\", IECompatible: false, convertToFields: function(data) {\n\t\t// Check for tiddler data URI\n\t\tvar match = decodeURI(data).match(/^data\\:text\\/vnd\\.tiddler,(.*)/i);\n\t\tif(match) {\n\t\t\treturn JSON.parse(match[1]);\n\t\t} else {\n\t\t\treturn { // As URL string\n\t\t\t\ttext: data\n\t\t\t};\n\t\t}\n\t}},\n\t{type: \"text/html\", IECompatible: false, convertToFields: function(data) {\n\t\treturn {\n\t\t\ttext: data\n\t\t};\n\t}},\n\t{type: \"text/plain\", IECompatible: false, convertToFields: function(data) {\n\t\treturn {\n\t\t\ttext: data\n\t\t};\n\t}},\n\t{type: \"Text\", IECompatible: true, convertToFields: function(data) {\n\t\treturn {\n\t\t\ttext: data\n\t\t};\n\t}},\n\t{type: \"text/uri-list\", IECompatible: false, convertToFields: function(data) {\n\t\treturn {\n\t\t\ttext: data\n\t\t};\n\t}}\n];\n\nDropZoneWidget.prototype.handlePasteEvent = function(event) {\n\t// Let the browser handle it if we're in a textarea or input box\n\tif([\"TEXTAREA\",\"INPUT\"].indexOf(event.target.tagName) == -1) {\n\t\tvar self = this,\n\t\t\titems = event.clipboardData.items;\n\t\t// Enumerate the clipboard items\n\t\tfor(var t = 0; t<items.length; t++) {\n\t\t\tvar item = items[t];\n\t\t\tif(item.kind === \"file\") {\n\t\t\t\t// Import any files\n\t\t\t\tthis.wiki.readFile(item.getAsFile(),function(tiddlerFieldsArray) {\n\t\t\t\t\tself.dispatchEvent({type: \"tw-import-tiddlers\", param: JSON.stringify(tiddlerFieldsArray)});\n\t\t\t\t});\n\t\t\t} else if(item.kind === \"string\") {\n\t\t\t\t// Create tiddlers from string items\n\t\t\t\tvar type = item.type;\n\t\t\t\titem.getAsString(function(str) {\n\t\t\t\t\tvar tiddlerFields = {\n\t\t\t\t\t\ttitle: self.wiki.generateNewTitle(\"Untitled\"),\n\t\t\t\t\t\ttext: str,\n\t\t\t\t\t\ttype: type\n\t\t\t\t\t};\n\t\t\t\t\tself.dispatchEvent({type: \"tw-import-tiddlers\", param: JSON.stringify([tiddlerFields])});\n\t\t\t\t});\n\t\t\t}\n\t\t}\n\t\t// Tell the browser that we've handled the paste\n\t\tevent.stopPropagation();\n\t\tevent.preventDefault();\n\t}\n};\n\n/*\nCompute the internal state of the widget\n*/\nDropZoneWidget.prototype.execute = function() {\n\t// Make child widgets\n\tthis.makeChildWidgets();\n};\n\n/*\nSelectively refreshes the widget if needed. Returns true if the widget or any of its children needed re-rendering\n*/\nDropZoneWidget.prototype.refresh = function(changedTiddlers) {\n\treturn this.refreshChildren(changedTiddlers);\n};\n\nexports.dropzone = DropZoneWidget;\n\n})();\n",
"title": "$:/core/modules/widgets/dropzone.js",
"type": "application/javascript",
"module-type": "widget"
},
"$:/core/modules/widgets/edit-binary.js": {
"text": "/*\\\ntitle: $:/core/modules/widgets/edit-binary.js\ntype: application/javascript\nmodule-type: widget\n\nEdit-binary widget; placeholder for editing binary tiddlers\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nvar BINARY_WARNING_MESSAGE = \"$:/core/ui/BinaryWarning\";\n\nvar Widget = require(\"$:/core/modules/widgets/widget.js\").widget;\n\nvar EditBinaryWidget = function(parseTreeNode,options) {\n\tthis.initialise(parseTreeNode,options);\n};\n\n/*\nInherit from the base widget class\n*/\nEditBinaryWidget.prototype = new Widget();\n\n/*\nRender this widget into the DOM\n*/\nEditBinaryWidget.prototype.render = function(parent,nextSibling) {\n\tvar self = this;\n\t// Save the parent dom node\n\tthis.parentDomNode = parent;\n\t// Compute our attributes\n\tthis.computeAttributes();\n\t// Execute our logic\n\tthis.execute();\n\tthis.renderChildren(parent,nextSibling);\n};\n\n/*\nCompute the internal state of the widget\n*/\nEditBinaryWidget.prototype.execute = function() {\n\t// Construct the child widgets\n\tthis.makeChildWidgets([{\n\t\ttype: \"transclude\",\n\t\tattributes: {\n\t\t\ttiddler: {type: \"string\", value: BINARY_WARNING_MESSAGE}\n\t\t}\n\t}]);\n};\n\n/*\nRefresh by refreshing our child widget\n*/\nEditBinaryWidget.prototype.refresh = function(changedTiddlers) {\n\treturn this.refreshChildren(changedTiddlers);\n};\n\nexports[\"edit-binary\"] = EditBinaryWidget;\n\n})();\n",
"title": "$:/core/modules/widgets/edit-binary.js",
"type": "application/javascript",
"module-type": "widget"
},
"$:/core/modules/widgets/edit-bitmap.js": {
"text": "/*\\\ntitle: $:/core/modules/widgets/edit-bitmap.js\ntype: application/javascript\nmodule-type: widget\n\nEdit-bitmap widget\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n// Default image sizes\nvar DEFAULT_IMAGE_WIDTH = 300,\n\tDEFAULT_IMAGE_HEIGHT = 185;\n\n// Configuration tiddlers\nvar LINE_WIDTH_TITLE = \"$:/config/BitmapEditor/LineWidth\",\n\tLINE_COLOUR_TITLE = \"$:/config/BitmapEditor/Colour\";\n\nvar Widget = require(\"$:/core/modules/widgets/widget.js\").widget;\n\nvar EditBitmapWidget = function(parseTreeNode,options) {\n\tthis.initialise(parseTreeNode,options);\n};\n\n/*\nInherit from the base widget class\n*/\nEditBitmapWidget.prototype = new Widget();\n\n/*\nRender this widget into the DOM\n*/\nEditBitmapWidget.prototype.render = function(parent,nextSibling) {\n\tvar self = this;\n\t// Save the parent dom node\n\tthis.parentDomNode = parent;\n\t// Compute our attributes\n\tthis.computeAttributes();\n\t// Execute our logic\n\tthis.execute();\n\t// Create our element\n\tthis.canvasDomNode = $tw.utils.domMaker(\"canvas\",{\n\t\tdocument: this.document,\n\t\t\"class\":\"tw-edit-bitmapeditor\",\n\t\teventListeners: [{\n\t\t\tname: \"touchstart\", handlerObject: this, handlerMethod: \"handleTouchStartEvent\"\n\t\t},{\n\t\t\tname: \"touchmove\", handlerObject: this, handlerMethod: \"handleTouchMoveEvent\"\n\t\t},{\n\t\t\tname: \"touchend\", handlerObject: this, handlerMethod: \"handleTouchEndEvent\"\n\t\t},{\n\t\t\tname: \"mousedown\", handlerObject: this, handlerMethod: \"handleMouseDownEvent\"\n\t\t},{\n\t\t\tname: \"mousemove\", handlerObject: this, handlerMethod: \"handleMouseMoveEvent\"\n\t\t},{\n\t\t\tname: \"mouseup\", handlerObject: this, handlerMethod: \"handleMouseUpEvent\"\n\t\t}]\n\t});\n\tthis.widthDomNode = $tw.utils.domMaker(\"input\",{\n\t\tdocument: this.document,\n\t\t\"class\":\"tw-edit-bitmapeditor-width\",\n\t\teventListeners: [{\n\t\t\tname: \"change\", handlerObject: this, handlerMethod: \"handleWidthChangeEvent\"\n\t\t}]\n\t});\n\tthis.heightDomNode = $tw.utils.domMaker(\"input\",{\n\t\tdocument: this.document,\n\t\t\"class\":\"tw-edit-bitmapeditor-height\",\n\t\teventListeners: [{\n\t\t\tname: \"change\", handlerObject: this, handlerMethod: \"handleHeightChangeEvent\"\n\t\t}]\n\t});\n\t// Insert the elements into the DOM\n\tparent.insertBefore(this.canvasDomNode,nextSibling);\n\tparent.insertBefore(this.widthDomNode,nextSibling);\n\tparent.insertBefore(this.heightDomNode,nextSibling);\n\tthis.domNodes.push(this.canvasDomNode,this.widthDomNode,this.heightDomNode);\n\t// Load the image into the canvas\n\tthis.loadCanvas();\n};\n\n/*\nCompute the internal state of the widget\n*/\nEditBitmapWidget.prototype.execute = function() {\n\t// Get our parameters\n\tthis.editTitle = this.getAttribute(\"tiddler\",this.getVariable(\"currentTiddler\"));\n};\n\n/*\nNote that the bitmap editor intentionally doesn't try to refresh itself because it would be confusing to have the image changing spontaneously while editting it\n*/\nEditBitmapWidget.prototype.refresh = function(changedTiddlers) {\n\treturn false;\n};\n\nEditBitmapWidget.prototype.loadCanvas = function() {\n\tvar tiddler = this.wiki.getTiddler(this.editTitle),\n\t\tcurrImage = new Image();\n\t// Set up event handlers for loading the image\n\tvar self = this;\n\tcurrImage.onload = function() {\n\t\t// Copy the image to the on-screen canvas\n\t\tself.initCanvas(self.canvasDomNode,currImage.width,currImage.height,currImage);\n\t\t// And also copy the current bitmap to the off-screen canvas\n\t\tself.currCanvas = self.document.createElement(\"canvas\");\n\t\tself.initCanvas(self.currCanvas,currImage.width,currImage.height,currImage);\n\t\t// Set the width and height input boxes\n\t\tself.updateSize();\n\t};\n\tcurrImage.onerror = function() {\n\t\t// Set the on-screen canvas size and clear it\n\t\tself.initCanvas(self.canvasDomNode,DEFAULT_IMAGE_WIDTH,DEFAULT_IMAGE_HEIGHT);\n\t\t// Set the off-screen canvas size and clear it\n\t\tself.currCanvas = self.document.createElement(\"canvas\");\n\t\tself.initCanvas(self.currCanvas,DEFAULT_IMAGE_WIDTH,DEFAULT_IMAGE_HEIGHT);\n\t\t// Set the width and height input boxes\n\t\tself.updateSize();\n\t}\n\t// Get the current bitmap into an image object\n\tcurrImage.src = \"data:\" + tiddler.fields.type + \";base64,\" + tiddler.fields.text;\n};\n\nEditBitmapWidget.prototype.initCanvas = function(canvas,width,height,image) {\n\tcanvas.width = width;\n\tcanvas.height = height;\n\tvar ctx = canvas.getContext(\"2d\");\n\tif(image) {\n\t\tctx.drawImage(image,0,0);\n\t} else {\n\t\tctx.fillStyle = \"#fff\";\n\t\tctx.fillRect(0,0,canvas.width,canvas.height);\n\t}\n}\n\n/*\n** Update the input boxes with the actual size of the canvas\n*/\nEditBitmapWidget.prototype.updateSize = function() {\n\tthis.widthDomNode.value = this.currCanvas.width;\n\tthis.heightDomNode.value = this.currCanvas.height;\n};\n\n/*\n** Change the size of the canvas, preserving the current image\n*/\nEditBitmapWidget.prototype.changeCanvasSize = function(newWidth,newHeight) {\n\t// Create and size a new canvas\n\tvar newCanvas = this.document.createElement(\"canvas\");\n\tthis.initCanvas(newCanvas,newWidth,newHeight);\n\t// Copy the old image\n\tvar ctx = newCanvas.getContext(\"2d\");\n\tctx.drawImage(this.currCanvas,0,0);\n\t// Set the new canvas as the current one\n\tthis.currCanvas = newCanvas;\n\t// Set the size of the onscreen canvas\n\tthis.canvasDomNode.width = newWidth;\n\tthis.canvasDomNode.height = newHeight;\n\t// Paint the onscreen canvas with the offscreen canvas\n\tctx = this.canvasDomNode.getContext(\"2d\");\n\tctx.drawImage(this.currCanvas,0,0);\n};\n\nEditBitmapWidget.prototype.handleWidthChangeEvent = function(event) {\n\t// Get the new width\n\tvar newWidth = parseInt(this.widthDomNode.value,10);\n\t// Update if necessary\n\tif(newWidth > 0 && newWidth !== this.currCanvas.width) {\n\t\tthis.changeCanvasSize(newWidth,this.currCanvas.height);\n\t}\n\t// Update the input controls\n\tthis.updateSize();\n};\n\nEditBitmapWidget.prototype.handleHeightChangeEvent = function(event) {\n\t// Get the new width\n\tvar newHeight = parseInt(this.heightDomNode.value,10);\n\t// Update if necessary\n\tif(newHeight > 0 && newHeight !== this.currCanvas.height) {\n\t\tthis.changeCanvasSize(this.currCanvas.width,newHeight);\n\t}\n\t// Update the input controls\n\tthis.updateSize();\n};\n\nEditBitmapWidget.prototype.handleTouchStartEvent = function(event) {\n\tthis.brushDown = true;\n\tthis.strokeStart(event.touches[0].clientX,event.touches[0].clientY);\n\tevent.preventDefault();\n\tevent.stopPropagation();\n\treturn false;\n};\n\nEditBitmapWidget.prototype.handleTouchMoveEvent = function(event) {\n\tif(this.brushDown) {\n\t\tthis.strokeMove(event.touches[0].clientX,event.touches[0].clientY);\n\t}\n\tevent.preventDefault();\n\tevent.stopPropagation();\n\treturn false;\n};\n\nEditBitmapWidget.prototype.handleTouchEndEvent = function(event) {\n\tif(this.brushDown) {\n\t\tthis.brushDown = false;\n\t\tthis.strokeEnd();\n\t}\n\tevent.preventDefault();\n\tevent.stopPropagation();\n\treturn false;\n};\n\nEditBitmapWidget.prototype.handleMouseDownEvent = function(event) {\n\tthis.strokeStart(event.clientX,event.clientY);\n\tthis.brushDown = true;\n\tevent.preventDefault();\n\tevent.stopPropagation();\n\treturn false;\n};\n\nEditBitmapWidget.prototype.handleMouseMoveEvent = function(event) {\n\tif(this.brushDown) {\n\t\tthis.strokeMove(event.clientX,event.clientY);\n\t\tevent.preventDefault();\n\t\tevent.stopPropagation();\n\t\treturn false;\n\t}\n\treturn true;\n};\n\nEditBitmapWidget.prototype.handleMouseUpEvent = function(event) {\n\tif(this.brushDown) {\n\t\tthis.brushDown = false;\n\t\tthis.strokeEnd();\n\t\tevent.preventDefault();\n\t\tevent.stopPropagation();\n\t\treturn false;\n\t}\n\treturn true;\n};\n\nEditBitmapWidget.prototype.adjustCoordinates = function(x,y) {\n\tvar canvasRect = this.canvasDomNode.getBoundingClientRect(),\n\t\tscale = this.canvasDomNode.width/canvasRect.width;\n\treturn {x: (x - canvasRect.left) * scale, y: (y - canvasRect.top) * scale};\n};\n\nEditBitmapWidget.prototype.strokeStart = function(x,y) {\n\t// Start off a new stroke\n\tthis.stroke = [this.adjustCoordinates(x,y)];\n};\n\nEditBitmapWidget.prototype.strokeMove = function(x,y) {\n\tvar ctx = this.canvasDomNode.getContext(\"2d\"),\n\t\tt;\n\t// Add the new position to the end of the stroke\n\tthis.stroke.push(this.adjustCoordinates(x,y));\n\t// Redraw the previous image\n\tctx.drawImage(this.currCanvas,0,0);\n\t// Render the stroke\n\tctx.strokeStyle = this.wiki.getTiddlerText(LINE_COLOUR_TITLE,\"#ff0\");\n\tctx.lineWidth = parseInt(this.wiki.getTiddlerText(LINE_WIDTH_TITLE,\"3\"),10);\n\tctx.lineCap = \"round\";\n\tctx.lineJoin = \"round\";\n\tctx.beginPath();\n\tctx.moveTo(this.stroke[0].x,this.stroke[0].y);\n\tfor(t=1; t<this.stroke.length-1; t++) {\n\t\tvar s1 = this.stroke[t],\n\t\t\ts2 = this.stroke[t-1],\n\t\t\ttx = (s1.x + s2.x)/2,\n\t\t\tty = (s1.y + s2.y)/2;\n\t\tctx.quadraticCurveTo(s2.x,s2.y,tx,ty);\n\t}\n\tctx.stroke();\n};\n\nEditBitmapWidget.prototype.strokeEnd = function() {\n\t// Copy the bitmap to the off-screen canvas\n\tvar ctx = this.currCanvas.getContext(\"2d\");\n\tctx.drawImage(this.canvasDomNode,0,0);\n\t// Save the image into the tiddler\n\tthis.saveChanges();\n};\n\nEditBitmapWidget.prototype.saveChanges = function() {\n\tvar tiddler = this.wiki.getTiddler(this.editTitle);\n\tif(tiddler) {\n\t\t// data URIs look like \"data:<type>;base64,<text>\"\n\t\tvar dataURL = this.canvasDomNode.toDataURL(tiddler.fields.type,1.0),\n\t\t\tposColon = dataURL.indexOf(\":\"),\n\t\t\tposSemiColon = dataURL.indexOf(\";\"),\n\t\t\tposComma = dataURL.indexOf(\",\"),\n\t\t\ttype = dataURL.substring(posColon+1,posSemiColon),\n\t\t\ttext = dataURL.substring(posComma+1);\n\t\tvar update = {type: type, text: text};\n\t\tthis.wiki.addTiddler(new $tw.Tiddler(tiddler,update));\n\t}\n};\n\nexports[\"edit-bitmap\"] = EditBitmapWidget;\n\n})();\n",
"title": "$:/core/modules/widgets/edit-bitmap.js",
"type": "application/javascript",
"module-type": "widget"
},
"$:/core/modules/widgets/edit-text.js": {
"text": "/*\\\ntitle: $:/core/modules/widgets/edit-text.js\ntype: application/javascript\nmodule-type: widget\n\nEdit-text widget\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nvar MIN_TEXT_AREA_HEIGHT = 100; // Minimum height of textareas in pixels\n\nvar Widget = require(\"$:/core/modules/widgets/widget.js\").widget;\n\nvar EditTextWidget = function(parseTreeNode,options) {\n\tthis.initialise(parseTreeNode,options);\n};\n\n/*\nInherit from the base widget class\n*/\nEditTextWidget.prototype = new Widget();\n\n/*\nRender this widget into the DOM\n*/\nEditTextWidget.prototype.render = function(parent,nextSibling) {\n\tvar self = this;\n\t// Save the parent dom node\n\tthis.parentDomNode = parent;\n\t// Compute our attributes\n\tthis.computeAttributes();\n\t// Execute our logic\n\tthis.execute();\n\t// Create our element\n\tvar editInfo = this.getEditInfo();\n\tvar domNode = this.document.createElement(this.editTag);\n\tif(this.editType) {\n\t\tdomNode.setAttribute(\"type\",this.editType);\n\t}\n\tif(editInfo.value === \"\" && this.editPlaceholder) {\n\t\tdomNode.setAttribute(\"placeholder\",this.editPlaceholder);\n\t}\n\tif(this.editSize) {\n\t\tdomNode.setAttribute(\"size\",this.editSize);\n\t}\n\t// Assign classes\n\tif(this.editClass) {\n\t\tdomNode.className = this.editClass;\n\t}\n\t// Set the text\n\tif(this.editTag === \"textarea\") {\n\t\tdomNode.appendChild(this.document.createTextNode(editInfo.value));\n\t} else {\n\t\tdomNode.value = editInfo.value;\n\t}\n\t// Add an input event handler\n\t$tw.utils.addEventListeners(domNode,[\n\t\t{name: \"focus\", handlerObject: this, handlerMethod: \"handleFocusEvent\"},\n\t\t{name: \"input\", handlerObject: this, handlerMethod: \"handleInputEvent\"}\n\t]);\n\t// Insert the element into the DOM\n\tparent.insertBefore(domNode,nextSibling);\n\tthis.domNodes.push(domNode);\n\tif(this.postRender) {\n\t\tthis.postRender();\n\t}\n\t// Fix height\n\tthis.fixHeight();\n};\n\n/*\nGet the tiddler being edited and current value\n*/\nEditTextWidget.prototype.getEditInfo = function() {\n\t// Get the edit value\n\tvar self = this,\n\t\tvalue,\n\t\tupdate;\n\tif(this.editIndex) {\n\t\tvalue = this.wiki.extractTiddlerDataItem(this.editTitle,this.editIndex,this.editDefault);\n\t\tupdate = function(value) {\n\t\t\tvar data = self.wiki.getTiddlerData(self.editTitle,{});\n\t\t\tif(data[self.editIndex] !== value) {\n\t\t\t\tdata[self.editIndex] = value;\n\t\t\t\tself.wiki.setTiddlerData(self.editTitle,data);\n\t\t\t}\n\t\t};\n\t} else {\n\t\t// Get the current tiddler and the field name\n\t\tvar tiddler = this.wiki.getTiddler(this.editTitle);\n\t\tif(tiddler) {\n\t\t\t// If we've got a tiddler, the value to display is the field string value\n\t\t\tvalue = tiddler.getFieldString(this.editField);\n\t\t} else {\n\t\t\t// Otherwise, we need to construct a default value for the editor\n\t\t\tswitch(this.editField) {\n\t\t\t\tcase \"text\":\n\t\t\t\t\tvalue = \"Type the text for the tiddler '\" + this.editTitle + \"'\";\n\t\t\t\t\tbreak;\n\t\t\t\tcase \"title\":\n\t\t\t\t\tvalue = this.editTitle;\n\t\t\t\t\tbreak;\n\t\t\t\tdefault:\n\t\t\t\t\tvalue = \"\";\n\t\t\t\t\tbreak;\n\t\t\t}\n\t\t\tif(this.editDefault !== undefined) {\n\t\t\t\tvalue = this.editDefault;\n\t\t\t}\n\t\t}\n\t\tupdate = function(value) {\n\t\t\tvar tiddler = self.wiki.getTiddler(self.editTitle),\n\t\t\t\tupdateFields = {\n\t\t\t\t\ttitle: self.editTitle\n\t\t\t\t};\n\t\t\tupdateFields[self.editField] = value;\n\t\t\tself.wiki.addTiddler(new $tw.Tiddler(self.wiki.getCreationFields(),tiddler,updateFields,self.wiki.getModificationFields()));\n\t\t};\n\t}\n\treturn {value: value, update: update};\n};\n\n/*\nCompute the internal state of the widget\n*/\nEditTextWidget.prototype.execute = function() {\n\t// Get our parameters\n\tthis.editTitle = this.getAttribute(\"tiddler\",this.getVariable(\"currentTiddler\"));\n\tthis.editField = this.getAttribute(\"field\",\"text\");\n\tthis.editIndex = this.getAttribute(\"index\");\n\tthis.editDefault = this.getAttribute(\"default\");\n\tthis.editClass = this.getAttribute(\"class\");\n\tthis.editPlaceholder = this.getAttribute(\"placeholder\");\n\tthis.editSize = this.getAttribute(\"size\");\n\tthis.editFocusPopup = this.getAttribute(\"focusPopup\");\n\t// Get the editor element tag and type\n\tvar tag,type;\n\tif(this.editField === \"text\") {\n\t\ttag = \"textarea\";\n\t} else {\n\t\ttag = \"input\";\n\t\tvar fieldModule = $tw.Tiddler.fieldModules[this.editField];\n\t\tif(fieldModule && fieldModule.editTag) {\n\t\t\ttag = fieldModule.editTag;\n\t\t}\n\t\tif(fieldModule && fieldModule.editType) {\n\t\t\ttype = fieldModule.editType;\n\t\t}\n\t\ttype = type || \"text\";\n\t}\n\t// Get the rest of our parameters\n\tthis.editTag = this.getAttribute(\"tag\",tag);\n\tthis.editType = this.getAttribute(\"type\",type);\n};\n\n/*\nSelectively refreshes the widget if needed. Returns true if the widget or any of its children needed re-rendering\n*/\nEditTextWidget.prototype.refresh = function(changedTiddlers) {\n\tvar changedAttributes = this.computeAttributes();\n\t// Completely rerender if any of our attributes have changed\n\tif(changedAttributes.tiddler || changedAttributes.field || changedAttributes.index) {\n\t\tthis.refreshSelf();\n\t\treturn true;\n\t} else if(changedTiddlers[this.editTitle]) {\n\t\tthis.updateEditor(this.getEditInfo().value);\n\t\treturn true;\n\t}\n\treturn false;\n};\n\n/*\nUpdate the editor with new text. This method is separate from updateEditorDomNode()\nso that subclasses can override updateEditor() and still use updateEditorDomNode()\n*/\nEditTextWidget.prototype.updateEditor = function(text) {\n\tthis.updateEditorDomNode(text);\n};\n\n/*\nUpdate the editor dom node with new text\n*/\nEditTextWidget.prototype.updateEditorDomNode = function(text) {\n\t// Replace the edit value if the tiddler we're editing has changed\n\tvar domNode = this.domNodes[0];\n\tif(!domNode.isTiddlyWikiFakeDom) {\n\t\tif(this.document.activeElement !== domNode) {\n\t\t\tdomNode.value = text;\n\t\t}\n\t\t// Fix the height if needed\n\t\tthis.fixHeight();\n\t}\n};\n\n/*\nFix the height of textareas to fit their content\n*/\nEditTextWidget.prototype.fixHeight = function() {\n\tvar self = this,\n\t\tdomNode = this.domNodes[0];\n\tif(domNode && !domNode.isTiddlyWikiFakeDom && this.editTag === \"textarea\") {\n\t\t$tw.utils.nextTick(function() {\n\t\t\t// Resize the textarea to fit its content, preserving scroll position\n\t\t\tvar scrollPosition = $tw.utils.getScrollPosition(),\n\t\t\t\tscrollTop = scrollPosition.y;\n\t\t\t// Set its height to auto so that it snaps to the correct height\n\t\t\tdomNode.style.height = \"auto\";\n\t\t\t// Calculate the revised height\n\t\t\tvar newHeight = Math.max(domNode.scrollHeight + domNode.offsetHeight - domNode.clientHeight,MIN_TEXT_AREA_HEIGHT);\n\t\t\t// Only try to change the height if it has changed\n\t\t\tif(newHeight !== domNode.offsetHeight) {\n\t\t\t\tdomNode.style.height = newHeight + \"px\";\n\t\t\t\t// Make sure that the dimensions of the textarea are recalculated\n\t\t\t\t$tw.utils.forceLayout(domNode);\n\t\t\t\t// Check that the scroll position is still visible before trying to scroll back to it\n\t\t\t\tscrollTop = Math.min(scrollTop,self.document.body.scrollHeight - window.innerHeight);\n\t\t\t\twindow.scrollTo(scrollPosition.x,scrollTop);\n\t\t\t}\n\t\t});\n\t}\n};\n\n/*\nHandle a dom \"input\" event\n*/\nEditTextWidget.prototype.handleInputEvent = function(event) {\n\tthis.saveChanges(this.domNodes[0].value);\n\tthis.fixHeight();\n\treturn true;\n};\n\nEditTextWidget.prototype.handleFocusEvent = function(event) {\n\tif(this.editFocusPopup) {\n\t\t$tw.popup.triggerPopup({\n\t\t\tdomNode: this.domNodes[0],\n\t\t\ttitle: this.editFocusPopup,\n\t\t\twiki: this.wiki,\n\t\t\tforce: true\n\t\t});\n\t}\n\treturn true;\n};\n\nEditTextWidget.prototype.saveChanges = function(text) {\n\tvar editInfo = this.getEditInfo();\n\tif(text !== editInfo.value) {\n\t\teditInfo.update(text);\n\t}\n};\n\nexports[\"edit-text\"] = EditTextWidget;\n\n})();\n",
"title": "$:/core/modules/widgets/edit-text.js",
"type": "application/javascript",
"module-type": "widget"
},
"$:/core/modules/widgets/edit.js": {
"text": "/*\\\ntitle: $:/core/modules/widgets/edit.js\ntype: application/javascript\nmodule-type: widget\n\nEdit widget is a meta-widget chooses the appropriate actual editting widget\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nvar Widget = require(\"$:/core/modules/widgets/widget.js\").widget;\n\nvar EditWidget = function(parseTreeNode,options) {\n\tthis.initialise(parseTreeNode,options);\n};\n\n/*\nInherit from the base widget class\n*/\nEditWidget.prototype = new Widget();\n\n/*\nRender this widget into the DOM\n*/\nEditWidget.prototype.render = function(parent,nextSibling) {\n\tthis.parentDomNode = parent;\n\tthis.computeAttributes();\n\tthis.execute();\n\tthis.renderChildren(parent,nextSibling);\n};\n\n// Mappings from content type to editor type are stored in tiddlers with this prefix\nvar EDITOR_MAPPING_PREFIX = \"$:/config/EditorTypeMappings/\";\n\n/*\nCompute the internal state of the widget\n*/\nEditWidget.prototype.execute = function() {\n\t// Get our parameters\n\tthis.editTitle = this.getAttribute(\"tiddler\",this.getVariable(\"currentTiddler\"));\n\tthis.editField = this.getAttribute(\"field\",\"text\");\n\tthis.editIndex = this.getAttribute(\"index\");\n\tthis.editClass = this.getAttribute(\"class\");\n\tthis.editPlaceholder = this.getAttribute(\"placeholder\");\n\t// Get the content type of the thing we're editing\n\tvar type;\n\tif(this.editField === \"text\") {\n\t\tvar tiddler = this.wiki.getTiddler(this.editTitle);\n\t\tif(tiddler) {\n\t\t\ttype = tiddler.fields.type;\n\t\t}\n\t}\n\ttype = type || \"text/vnd.tiddlywiki\";\n\t// Choose the appropriate edit widget\n\tvar editorType = this.wiki.getTiddlerText(EDITOR_MAPPING_PREFIX + type);\n\tif(!editorType) {\n\t\tvar typeInfo = $tw.config.contentTypeInfo[type];\n\t\tif(typeInfo && typeInfo.encoding === \"base64\") {\n\t\t\teditorType = \"binary\";\n\t\t} else {\n\t\t\teditorType = \"text\";\n\t\t}\n\t}\n\t// Make the child widgets\n\tthis.makeChildWidgets([{\n\t\ttype: \"edit-\" + editorType,\n\t\tattributes: {\n\t\t\ttiddler: {type: \"string\", value: this.editTitle},\n\t\t\tfield: {type: \"string\", value: this.editField},\n\t\t\tindex: {type: \"string\", value: this.editIndex},\n\t\t\t\"class\": {type: \"string\", value: this.editClass},\n\t\t\t\"placeholder\": {type: \"string\", value: this.editPlaceholder}\n\t\t}\n\t}]);\n};\n\n/*\nSelectively refreshes the widget if needed. Returns true if the widget or any of its children needed re-rendering\n*/\nEditWidget.prototype.refresh = function(changedTiddlers) {\n\tvar changedAttributes = this.computeAttributes();\n\tif(changedAttributes.tiddler || changedAttributes.field || changedAttributes.index) {\n\t\tthis.refreshSelf();\n\t\treturn true;\n\t} else {\n\t\treturn this.refreshChildren(changedTiddlers);\t\t\n\t}\n};\n\nexports.edit = EditWidget;\n\n})();\n",
"title": "$:/core/modules/widgets/edit.js",
"type": "application/javascript",
"module-type": "widget"
},
"$:/core/modules/widgets/element.js": {
"text": "/*\\\ntitle: $:/core/modules/widgets/element.js\ntype: application/javascript\nmodule-type: widget\n\nElement widget\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nvar Widget = require(\"$:/core/modules/widgets/widget.js\").widget;\n\nvar ElementWidget = function(parseTreeNode,options) {\n\tthis.initialise(parseTreeNode,options);\n};\n\n/*\nInherit from the base widget class\n*/\nElementWidget.prototype = new Widget();\n\n/*\nRender this widget into the DOM\n*/\nElementWidget.prototype.render = function(parent,nextSibling) {\n\tthis.parentDomNode = parent;\n\tthis.computeAttributes();\n\tthis.execute();\n\t// Neuter blacklisted elements\n\tvar tag = this.parseTreeNode.tag;\n\tif($tw.config.htmlUnsafeElements.indexOf(tag) !== -1) {\n\t\ttag = \"safe-\" + tag;\n\t}\n\tvar domNode = this.document.createElementNS(this.namespace,tag);\n\tthis.assignAttributes(domNode,{excludeEventAttributes: true});\n\tparent.insertBefore(domNode,nextSibling);\n\tthis.renderChildren(domNode,null);\n\tthis.domNodes.push(domNode);\n};\n\n/*\nCompute the internal state of the widget\n*/\nElementWidget.prototype.execute = function() {\n\t// Select the namespace for the tag\n\tvar tagNamespaces = {\n\t\t\tsvg: \"http://www.w3.org/2000/svg\",\n\t\t\tmath: \"http://www.w3.org/1998/Math/MathML\",\n\t\t\tbody: \"http://www.w3.org/1999/xhtml\"\n\t\t};\n\tthis.namespace = tagNamespaces[this.parseTreeNode.tag];\n\tif(this.namespace) {\n\t\tthis.setVariable(\"namespace\",this.namespace);\n\t} else {\n\t\tthis.namespace = this.getVariable(\"namespace\",{defaultValue: \"http://www.w3.org/1999/xhtml\"});\n\t}\n\t// Make the child widgets\n\tthis.makeChildWidgets();\n};\n\n/*\nSelectively refreshes the widget if needed. Returns true if the widget or any of its children needed re-rendering\n*/\nElementWidget.prototype.refresh = function(changedTiddlers) {\n\tvar changedAttributes = this.computeAttributes(),\n\t\thasChangedAttributes = $tw.utils.count(changedAttributes) > 0;\n\tif(hasChangedAttributes) {\n\t\t// Update our attributes\n\t\tthis.assignAttributes(this.domNodes[0],{excludeEventAttributes: true});\n\t}\n\treturn this.refreshChildren(changedTiddlers) || hasChangedAttributes;\n};\n\nexports.element = ElementWidget;\n\n})();\n",
"title": "$:/core/modules/widgets/element.js",
"type": "application/javascript",
"module-type": "widget"
},
"$:/core/modules/widgets/encrypt.js": {
"text": "/*\\\ntitle: $:/core/modules/widgets/encrypt.js\ntype: application/javascript\nmodule-type: widget\n\nEncrypt widget\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nvar Widget = require(\"$:/core/modules/widgets/widget.js\").widget;\n\nvar EncryptWidget = function(parseTreeNode,options) {\n\tthis.initialise(parseTreeNode,options);\n};\n\n/*\nInherit from the base widget class\n*/\nEncryptWidget.prototype = new Widget();\n\n/*\nRender this widget into the DOM\n*/\nEncryptWidget.prototype.render = function(parent,nextSibling) {\n\tthis.parentDomNode = parent;\n\tthis.computeAttributes();\n\tthis.execute();\n\tvar textNode = this.document.createTextNode(this.encryptedText);\n\tparent.insertBefore(textNode,nextSibling);\n\tthis.domNodes.push(textNode);\n};\n\n/*\nCompute the internal state of the widget\n*/\nEncryptWidget.prototype.execute = function() {\n\t// Get parameters from our attributes\n\tthis.filter = this.getAttribute(\"filter\",\"[!is[system]]\");\n\t// Encrypt the filtered tiddlers\n\tvar tiddlers = this.wiki.filterTiddlers(this.filter),\n\t\tjson = {},\n\t\tself = this;\n\t$tw.utils.each(tiddlers,function(title) {\n\t\tvar tiddler = self.wiki.getTiddler(title),\n\t\t\tjsonTiddler = {};\n\t\tfor(var f in tiddler.fields) {\n\t\t\tjsonTiddler[f] = tiddler.getFieldString(f);\n\t\t}\n\t\tjson[title] = jsonTiddler;\n\t});\n\tthis.encryptedText = $tw.utils.htmlEncode($tw.crypto.encrypt(JSON.stringify(json)));\n};\n\n/*\nSelectively refreshes the widget if needed. Returns true if the widget or any of its children needed re-rendering\n*/\nEncryptWidget.prototype.refresh = function(changedTiddlers) {\n\t// We don't need to worry about refreshing because the encrypt widget isn't for interactive use\n\treturn false;\n};\n\nexports.encrypt = EncryptWidget;\n\n})();\n",
"title": "$:/core/modules/widgets/encrypt.js",
"type": "application/javascript",
"module-type": "widget"
},
"$:/core/modules/widgets/entity.js": {
"text": "/*\\\ntitle: $:/core/modules/widgets/entity.js\ntype: application/javascript\nmodule-type: widget\n\nHTML entity widget\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nvar Widget = require(\"$:/core/modules/widgets/widget.js\").widget;\n\nvar EntityWidget = function(parseTreeNode,options) {\n\tthis.initialise(parseTreeNode,options);\n};\n\n/*\nInherit from the base widget class\n*/\nEntityWidget.prototype = new Widget();\n\n/*\nRender this widget into the DOM\n*/\nEntityWidget.prototype.render = function(parent,nextSibling) {\n\tthis.parentDomNode = parent;\n\tthis.execute();\n\tvar textNode = this.document.createTextNode($tw.utils.entityDecode(this.parseTreeNode.entity));\n\tparent.insertBefore(textNode,nextSibling);\n\tthis.domNodes.push(textNode);\n};\n\n/*\nCompute the internal state of the widget\n*/\nEntityWidget.prototype.execute = function() {\n};\n\n/*\nSelectively refreshes the widget if needed. Returns true if the widget or any of its children needed re-rendering\n*/\nEntityWidget.prototype.refresh = function(changedTiddlers) {\n\treturn false;\n};\n\nexports.entity = EntityWidget;\n\n})();\n",
"title": "$:/core/modules/widgets/entity.js",
"type": "application/javascript",
"module-type": "widget"
},
"$:/core/modules/widgets/fieldmangler.js": {
"text": "/*\\\ntitle: $:/core/modules/widgets/fieldmangler.js\ntype: application/javascript\nmodule-type: widget\n\nField mangler widget\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nvar Widget = require(\"$:/core/modules/widgets/widget.js\").widget;\n\nvar FieldManglerWidget = function(parseTreeNode,options) {\n\tthis.initialise(parseTreeNode,options);\n\tthis.addEventListeners([\n\t\t{type: \"tw-remove-field\", handler: \"handleRemoveFieldEvent\"},\n\t\t{type: \"tw-add-field\", handler: \"handleAddFieldEvent\"},\n\t\t{type: \"tw-remove-tag\", handler: \"handleRemoveTagEvent\"},\n\t\t{type: \"tw-add-tag\", handler: \"handleAddTagEvent\"}\n\t]);\n};\n\n/*\nInherit from the base widget class\n*/\nFieldManglerWidget.prototype = new Widget();\n\n/*\nRender this widget into the DOM\n*/\nFieldManglerWidget.prototype.render = function(parent,nextSibling) {\n\tthis.parentDomNode = parent;\n\tthis.computeAttributes();\n\tthis.execute();\n\tthis.renderChildren(parent,nextSibling);\n};\n\n/*\nCompute the internal state of the widget\n*/\nFieldManglerWidget.prototype.execute = function() {\n\t// Get our parameters\n\tthis.mangleTitle = this.getAttribute(\"tiddler\",this.getVariable(\"currentTiddler\"));\n\t// Construct the child widgets\n\tthis.makeChildWidgets();\n};\n\n/*\nSelectively refreshes the widget if needed. Returns true if the widget or any of its children needed re-rendering\n*/\nFieldManglerWidget.prototype.refresh = function(changedTiddlers) {\n\tvar changedAttributes = this.computeAttributes();\n\tif(changedAttributes.tiddler) {\n\t\tthis.refreshSelf();\n\t\treturn true;\n\t} else {\n\t\treturn this.refreshChildren(changedTiddlers);\t\t\n\t}\n};\n\nFieldManglerWidget.prototype.handleRemoveFieldEvent = function(event) {\n\tvar tiddler = this.wiki.getTiddler(this.mangleTitle),\n\t\tdeletion = {};\n\tdeletion[event.param] = undefined;\n\tthis.wiki.addTiddler(new $tw.Tiddler(tiddler,deletion));\n\treturn true;\n};\n\nFieldManglerWidget.prototype.handleAddFieldEvent = function(event) {\n\tvar tiddler = this.wiki.getTiddler(this.mangleTitle);\n\tif(tiddler && typeof event.param === \"string\") {\n\t\tvar name = event.param.toLowerCase().trim();\n\t\tif(name !== \"\" && !$tw.utils.hop(tiddler.fields,name)) {\n\t\t\tif(!$tw.utils.isValidFieldName(name)) {\n\t\t\t\talert($tw.language.getString(\n\t\t\t\t\t\"InvalidFieldName\",\n\t\t\t\t\t{variables:\n\t\t\t\t\t\t{fieldName: name}\n\t\t\t\t\t}\n\t\t\t\t));\n\t\t\t\treturn true;\n\t\t\t}\n\t\t\tvar addition = this.wiki.getModificationFields();\n\t\t\taddition[name] = \"\";\n\t\t\tthis.wiki.addTiddler(new $tw.Tiddler(tiddler,addition));\n\t\t}\n\t}\n\treturn true;\n};\n\nFieldManglerWidget.prototype.handleRemoveTagEvent = function(event) {\n\tvar tiddler = this.wiki.getTiddler(this.mangleTitle);\n\tif(tiddler && tiddler.fields.tags) {\n\t\tvar p = tiddler.fields.tags.indexOf(event.param);\n\t\tif(p !== -1) {\n\t\t\tvar modification = this.wiki.getModificationFields();\n\t\t\tmodification.tags = (tiddler.fields.tags || []).slice(0);\n\t\t\tmodification.tags.splice(p,1);\n\t\t\tif(modification.tags.length === 0) {\n\t\t\t\tmodification.tags = undefined;\n\t\t\t}\n\t\tthis.wiki.addTiddler(new $tw.Tiddler(tiddler,modification));\n\t\t}\n\t}\n\treturn true;\n};\n\nFieldManglerWidget.prototype.handleAddTagEvent = function(event) {\n\tvar tiddler = this.wiki.getTiddler(this.mangleTitle);\n\tif(tiddler && typeof event.param === \"string\") {\n\t\tvar tag = event.param.trim();\n\t\tif(tag !== \"\") {\n\t\t\tvar modification = this.wiki.getModificationFields();\n\t\t\tmodification.tags = (tiddler.fields.tags || []).slice(0);\n\t\t\t$tw.utils.pushTop(modification.tags,tag);\n\t\t\tthis.wiki.addTiddler(new $tw.Tiddler(tiddler,modification));\t\t\t\n\t\t}\n\t}\n\treturn true;\n};\n\nexports.fieldmangler = FieldManglerWidget;\n\n})();\n",
"title": "$:/core/modules/widgets/fieldmangler.js",
"type": "application/javascript",
"module-type": "widget"
},
"$:/core/modules/widgets/fields.js": {
"text": "/*\\\ntitle: $:/core/modules/widgets/fields.js\ntype: application/javascript\nmodule-type: widget\n\nFields widget\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nvar Widget = require(\"$:/core/modules/widgets/widget.js\").widget;\n\nvar FieldsWidget = function(parseTreeNode,options) {\n\tthis.initialise(parseTreeNode,options);\n};\n\n/*\nInherit from the base widget class\n*/\nFieldsWidget.prototype = new Widget();\n\n/*\nRender this widget into the DOM\n*/\nFieldsWidget.prototype.render = function(parent,nextSibling) {\n\tthis.parentDomNode = parent;\n\tthis.computeAttributes();\n\tthis.execute();\n\tvar textNode = this.document.createTextNode(this.text);\n\tparent.insertBefore(textNode,nextSibling);\n\tthis.domNodes.push(textNode);\n};\n\n/*\nCompute the internal state of the widget\n*/\nFieldsWidget.prototype.execute = function() {\n\t// Get parameters from our attributes\n\tthis.tiddlerTitle = this.getAttribute(\"tiddler\",this.getVariable(\"currentTiddler\"));\n\tthis.template = this.getAttribute(\"template\");\n\tthis.exclude = this.getAttribute(\"exclude\");\n\tthis.stripTitlePrefix = this.getAttribute(\"stripTitlePrefix\",\"no\") === \"yes\";\n\t// Get the value to display\n\tvar tiddler = this.wiki.getTiddler(this.tiddlerTitle);\n\t// Get the exclusion list\n\tvar exclude;\n\tif(this.exclude) {\n\t\texclude = this.exclude.split(\" \");\n\t} else {\n\t\texclude = [\"text\"]; \n\t}\n\t// Compose the template\n\tvar text = [];\n\tif(this.template && tiddler) {\n\t\tvar fields = [];\n\t\tfor(var fieldName in tiddler.fields) {\n\t\t\tif(exclude.indexOf(fieldName) === -1) {\n\t\t\t\tfields.push(fieldName);\n\t\t\t}\n\t\t}\n\t\tfields.sort();\n\t\tfor(var f=0; f<fields.length; f++) {\n\t\t\tfieldName = fields[f];\n\t\t\tif(exclude.indexOf(fieldName) === -1) {\n\t\t\t\tvar row = this.template,\n\t\t\t\t\tvalue = tiddler.getFieldString(fieldName);\n\t\t\t\tif(this.stripTitlePrefix && fieldName === \"title\") {\n\t\t\t\t\tvar reStrip = /^\\{[^\\}]+\\}(.+)/mg,\n\t\t\t\t\t\treMatch = reStrip.exec(value);\n\t\t\t\t\tif(reMatch) {\n\t\t\t\t\t\tvalue = reMatch[1];\n\t\t\t\t\t}\n\t\t\t\t}\n\t\t\t\trow = row.replace(\"$name$\",fieldName);\n\t\t\t\trow = row.replace(\"$value$\",value);\n\t\t\t\trow = row.replace(\"$encoded_value$\",$tw.utils.htmlEncode(value));\n\t\t\t\ttext.push(row)\n\t\t\t}\n\t\t}\n\t}\n\tthis.text = text.join(\"\");\n};\n\n/*\nSelectively refreshes the widget if needed. Returns true if the widget or any of its children needed re-rendering\n*/\nFieldsWidget.prototype.refresh = function(changedTiddlers) {\n\tvar changedAttributes = this.computeAttributes();\n\tif(changedAttributes.tiddler || changedAttributes.template || changedAttributes.exclude || changedAttributes.stripTitlePrefix || changedTiddlers[this.tiddlerTitle]) {\n\t\tthis.refreshSelf();\n\t\treturn true;\n\t} else {\n\t\treturn false;\t\n\t}\n};\n\nexports.fields = FieldsWidget;\n\n})();\n",
"title": "$:/core/modules/widgets/fields.js",
"type": "application/javascript",
"module-type": "widget"
},
"$:/core/modules/widgets/image.js": {
"text": "/*\\\ntitle: $:/core/modules/widgets/image.js\ntype: application/javascript\nmodule-type: widget\n\nThe image widget displays an image referenced with an external URI or with a local tiddler title.\n\n```\n<$image src=\"TiddlerTitle\" width=\"320\" height=\"400\" class=\"classnames\">\n```\n\nThe image source can be the title of an existing tiddler or the URL of an external image.\n\nExternal images always generate an HTML `<img>` tag.\n\nTiddlers that have a _canonical_uri field generate an HTML `<img>` tag with the src attribute containing the URI.\n\nTiddlers that contain image data generate an HTML `<img>` tag with the src attribute containing a base64 representation of the image.\n\nTiddlers that contain wikitext could be rendered to a DIV of the usual size of a tiddler, and then transformed to the size requested.\n\nThe width and height attributes are interpreted as a number of pixels, and do not need to include the \"px\" suffix.\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nvar Widget = require(\"$:/core/modules/widgets/widget.js\").widget;\n\nvar ImageWidget = function(parseTreeNode,options) {\n\tthis.initialise(parseTreeNode,options);\n};\n\n/*\nInherit from the base widget class\n*/\nImageWidget.prototype = new Widget();\n\n/*\nRender this widget into the DOM\n*/\nImageWidget.prototype.render = function(parent,nextSibling) {\n\tthis.parentDomNode = parent;\n\tthis.computeAttributes();\n\tthis.execute();\n\t// Create element\n\t// Determine what type of image it is\n\tvar tag = \"img\", src = \"\",\n\t\ttiddler = this.wiki.getTiddler(this.imageSource);\n\tif(!tiddler) {\n\t\t// The source isn't the title of a tiddler, so we'll assume it's a URL\n\t\tsrc = this.imageSource;\n\t} else {\n\t\t// Check if it is an image tiddler\n\t\tif(this.wiki.isImageTiddler(this.imageSource)) {\n\t\t\tvar type = tiddler.fields.type,\n\t\t\t\ttext = tiddler.fields.text,\n\t\t\t\t_canonical_uri = tiddler.fields._canonical_uri;\n\t\t\t// If the tiddler has body text then it doesn't need to be lazily loaded\n\t\t\tif(text) {\n\t\t\t\t// Render the appropriate element for the image type\n\t\t\t\tswitch(type) {\n\t\t\t\t\tcase \"application/pdf\":\n\t\t\t\t\t\ttag = \"embed\";\n\t\t\t\t\t\tsrc = \"data:application/pdf;base64,\" + text;\n\t\t\t\t\t\tbreak;\n\t\t\t\t\tcase \"image/svg+xml\":\n\t\t\t\t\t\tsrc = \"data:image/svg+xml,\" + encodeURIComponent(text);\n\t\t\t\t\t\tbreak;\n\t\t\t\t\tdefault:\n\t\t\t\t\t\tsrc = \"data:\" + type + \";base64,\" + text;\n\t\t\t\t\t\tbreak;\n\t\t\t\t}\n\t\t\t} else if(_canonical_uri) {\n\t\t\t\tswitch(type) {\n\t\t\t\t\tcase \"application/pdf\":\n\t\t\t\t\t\ttag = \"embed\";\n\t\t\t\t\t\tsrc = _canonical_uri;\n\t\t\t\t\t\tbreak;\n\t\t\t\t\tcase \"image/svg+xml\":\n\t\t\t\t\t\tsrc = _canonical_uri;\n\t\t\t\t\t\tbreak;\n\t\t\t\t\tdefault:\n\t\t\t\t\t\tsrc = _canonical_uri;\n\t\t\t\t\t\tbreak;\n\t\t\t\t}\t\n\t\t\t}\n\t\t}\n\t}\n\t// Create the element and assign the attributes\n\tvar domNode = this.document.createElement(tag);\n\tdomNode.setAttribute(\"src\",src);\n\tif(this.imageClass) {\n\t\tdomNode.setAttribute(\"class\",this.imageClass);\t\t\n\t}\n\tif(this.imageWidth) {\n\t\tdomNode.setAttribute(\"width\",parseInt(this.imageWidth,10) + \"px\");\n\t}\n\tif(this.imageHeight) {\n\t\tdomNode.setAttribute(\"height\",parseInt(this.imageHeight,10) + \"px\");\n\t}\n\tif(this.imageTooltip) {\n\t\tdomNode.setAttribute(\"title\",this.imageTooltip);\t\t\n\t}\n\t// Insert element\n\tparent.insertBefore(domNode,nextSibling);\n\tthis.domNodes.push(domNode);\n};\n\n/*\nCompute the internal state of the widget\n*/\nImageWidget.prototype.execute = function() {\n\t// Get our parameters\n\tthis.imageSource = this.getAttribute(\"source\");\n\tthis.imageWidth = this.getAttribute(\"width\");\n\tthis.imageHeight = this.getAttribute(\"height\");\n\tthis.imageClass = this.getAttribute(\"class\");\n\tthis.imageTooltip = this.getAttribute(\"tooltip\");\n};\n\n/*\nSelectively refreshes the widget if needed. Returns true if the widget or any of its children needed re-rendering\n*/\nImageWidget.prototype.refresh = function(changedTiddlers) {\n\tvar changedAttributes = this.computeAttributes();\n\tif(changedAttributes.source || changedAttributes.width || changedAttributes.height || changedAttributes[\"class\"] || changedAttributes.tooltip || changedTiddlers[this.imageSource]) {\n\t\tthis.refreshSelf();\n\t\treturn true;\n\t} else {\n\t\treturn false;\t\t\n\t}\n};\n\nexports.image = ImageWidget;\n\n})();\n",
"title": "$:/core/modules/widgets/image.js",
"type": "application/javascript",
"module-type": "widget"
},
"$:/core/modules/widgets/importvariables.js": {
"text": "/*\\\ntitle: $:/core/modules/widgets/importvariables.js\ntype: application/javascript\nmodule-type: widget\n\nImport variable definitions from other tiddlers\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nvar Widget = require(\"$:/core/modules/widgets/widget.js\").widget;\n\nvar ImportVariablesWidget = function(parseTreeNode,options) {\n\tthis.initialise(parseTreeNode,options);\n};\n\n/*\nInherit from the base widget class\n*/\nImportVariablesWidget.prototype = new Widget();\n\n/*\nRender this widget into the DOM\n*/\nImportVariablesWidget.prototype.render = function(parent,nextSibling) {\n\tthis.parentDomNode = parent;\n\tthis.computeAttributes();\n\tthis.execute();\n\tthis.renderChildren(parent,nextSibling);\n};\n\n/*\nCompute the internal state of the widget\n*/\nImportVariablesWidget.prototype.execute = function(tiddlerList) {\n\tvar self = this;\n\t// Get our parameters\n\tthis.filter = this.getAttribute(\"filter\");\n\t// Compute the filter\n\tthis.tiddlerList = tiddlerList || this.wiki.filterTiddlers(this.filter,this);\n\t// Accumulate the <$set> widgets from each tiddler\n\tvar widgetStackStart,widgetStackEnd;\n\tfunction addWidgetNode(widgetNode) {\n\t\tif(widgetNode) {\n\t\t\tif(!widgetStackStart && !widgetStackEnd) {\n\t\t\t\twidgetStackStart = widgetNode;\n\t\t\t\twidgetStackEnd = widgetNode;\n\t\t\t} else {\n\t\t\t\twidgetStackEnd.children = [widgetNode];\n\t\t\t\twidgetStackEnd = widgetNode;\n\t\t\t}\n\t\t}\n\t}\n\t$tw.utils.each(this.tiddlerList,function(title) {\n\t\tvar parser = self.wiki.parseTiddler(title);\n\t\tif(parser) {\n\t\t\tvar parseTreeNode = parser.tree[0];\n\t\t\twhile(parseTreeNode && parseTreeNode.type === \"set\") {\n\t\t\t\taddWidgetNode({\n\t\t\t\t\ttype: \"set\",\n\t\t\t\t\tattributes: parseTreeNode.attributes,\n\t\t\t\t\tparams: parseTreeNode.params\n\t\t\t\t});\n\t\t\t\tparseTreeNode = parseTreeNode.children[0];\n\t\t\t}\n\t\t} \n\t});\n\t// Add our own children to the end of the pile\n\tvar parseTreeNodes;\n\tif(widgetStackStart && widgetStackEnd) {\n\t\tparseTreeNodes = [widgetStackStart];\n\t\twidgetStackEnd.children = this.parseTreeNode.children;\n\t} else {\n\t\tparseTreeNodes = this.parseTreeNode.children;\n\t}\n\t// Construct the child widgets\n\tthis.makeChildWidgets(parseTreeNodes);\n};\n\n/*\nSelectively refreshes the widget if needed. Returns true if the widget or any of its children needed re-rendering\n*/\nImportVariablesWidget.prototype.refresh = function(changedTiddlers) {\n\t// Recompute our attributes and the filter list\n\tvar changedAttributes = this.computeAttributes(),\n\t\ttiddlerList = this.wiki.filterTiddlers(this.getAttribute(\"filter\"),this);\n\t// Refresh if the filter has changed, or the list of tiddlers has changed, or any of the tiddlers in the list has changed\n\tfunction haveListedTiddlersChanged() {\n\t\tvar changed = false;\n\t\ttiddlerList.forEach(function(title) {\n\t\t\tif(changedTiddlers[title]) {\n\t\t\t\tchanged = true;\n\t\t\t}\n\t\t});\n\t\treturn changed;\n\t}\n\tif(changedAttributes.filter || !$tw.utils.isArrayEqual(this.tiddlerList,tiddlerList) || haveListedTiddlersChanged()) {\n\t\t// Compute the filter\n\t\tthis.removeChildDomNodes();\n\t\tthis.execute(tiddlerList);\n\t\tthis.renderChildren(this.parentDomNode,this.findNextSiblingDomNode());\n\t\treturn true;\n\t} else {\n\t\treturn this.refreshChildren(changedTiddlers);\t\t\n\t}\n};\n\nexports.importvariables = ImportVariablesWidget;\n\n})();\n",
"title": "$:/core/modules/widgets/importvariables.js",
"type": "application/javascript",
"module-type": "widget"
},
"$:/core/modules/widgets/keyboard.js": {
"text": "/*\\\ntitle: $:/core/modules/widgets/keyboard.js\ntype: application/javascript\nmodule-type: widget\n\nKeyboard shortcut widget\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nvar Widget = require(\"$:/core/modules/widgets/widget.js\").widget;\n\nvar KeyboardWidget = function(parseTreeNode,options) {\n\tthis.initialise(parseTreeNode,options);\n};\n\n/*\nInherit from the base widget class\n*/\nKeyboardWidget.prototype = new Widget();\n\n/*\nRender this widget into the DOM\n*/\nKeyboardWidget.prototype.render = function(parent,nextSibling) {\n\tvar self = this;\n\t// Remember parent\n\tthis.parentDomNode = parent;\n\t// Compute attributes and execute state\n\tthis.computeAttributes();\n\tthis.execute();\n\t// Create element\n\tvar domNode = this.document.createElement(\"div\");\n\t// Assign classes\n\tvar classes = (this[\"class\"] || \"\").split(\" \");\n\tclasses.push(\"tw-keyboard\");\n\tdomNode.className = classes.join(\" \");\n\t// Add a keyboard event handler\n\tdomNode.addEventListener(\"keydown\",function (event) {\n\t\tif(event.keyCode === self.keyInfo.keyCode && \n\t\t\tevent.shiftKey === self.keyInfo.shiftKey && \n\t\t\tevent.altKey === self.keyInfo.altKey && \n\t\t\tevent.ctrlKey === self.keyInfo.ctrlKey) {\n\t\t\tself.dispatchMessage(event);\n\t\t\tevent.preventDefault();\n\t\t\tevent.stopPropagation();\n\t\t\treturn true;\n\t\t}\n\t\treturn false;\n\t},false);\n\t// Insert element\n\tparent.insertBefore(domNode,nextSibling);\n\tthis.renderChildren(domNode,null);\n\tthis.domNodes.push(domNode);\n};\n\nKeyboardWidget.prototype.dispatchMessage = function(event) {\n\tthis.dispatchEvent({type: this.message, param: this.param, tiddlerTitle: this.getVariable(\"currentTiddler\")});\n};\n\n/*\nCompute the internal state of the widget\n*/\nKeyboardWidget.prototype.execute = function() {\n\t// Get attributes\n\tthis.message = this.getAttribute(\"message\");\n\tthis.param = this.getAttribute(\"param\");\n\tthis.key = this.getAttribute(\"key\");\n\tthis.keyInfo = $tw.utils.parseKeyDescriptor(this.key);\n\tthis[\"class\"] = this.getAttribute(\"class\");\n\t// Make child widgets\n\tthis.makeChildWidgets();\n};\n\n/*\nSelectively refreshes the widget if needed. Returns true if the widget or any of its children needed re-rendering\n*/\nKeyboardWidget.prototype.refresh = function(changedTiddlers) {\n\tvar changedAttributes = this.computeAttributes();\n\tif(changedAttributes.message || changedAttributes.param || changedAttributes.key || changedAttributes[\"class\"]) {\n\t\tthis.refreshSelf();\n\t\treturn true;\n\t}\n\treturn this.refreshChildren(changedTiddlers);\n};\n\nexports.keyboard = KeyboardWidget;\n\n})();\n",
"title": "$:/core/modules/widgets/keyboard.js",
"type": "application/javascript",
"module-type": "widget"
},
"$:/core/modules/widgets/link.js": {
"text": "/*\\\ntitle: $:/core/modules/widgets/link.js\ntype: application/javascript\nmodule-type: widget\n\nLink widget\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nvar Widget = require(\"$:/core/modules/widgets/widget.js\").widget;\n\nvar LinkWidget = function(parseTreeNode,options) {\n\tthis.initialise(parseTreeNode,options);\n};\n\n/*\nInherit from the base widget class\n*/\nLinkWidget.prototype = new Widget();\n\n/*\nRender this widget into the DOM\n*/\nLinkWidget.prototype.render = function(parent,nextSibling) {\n\t// Save the parent dom node\n\tthis.parentDomNode = parent;\n\t// Compute our attributes\n\tthis.computeAttributes();\n\t// Execute our logic\n\tthis.execute();\n\t// Get the value of the tw-wikilinks configuration macro\n\tvar wikiLinksMacro = this.getVariable(\"tw-wikilinks\"),\n\t\tuseWikiLinks = wikiLinksMacro ? !(wikiLinksMacro.trim() === \"no\") : true;\n\t// Render the link if required\n\tif(useWikiLinks) {\n\t\tthis.renderLink(parent,nextSibling);\n\t} else {\n\t\t// Just insert the link text\n\t\tvar domNode = this.document.createElement(\"span\");\n\t\tparent.insertBefore(domNode,nextSibling);\n\t\tthis.renderChildren(domNode,null);\n\t\tthis.domNodes.push(domNode);\n\t}\n};\n\n/*\nRender this widget into the DOM\n*/\nLinkWidget.prototype.renderLink = function(parent,nextSibling) {\n\tvar self = this;\n\t// Create our element\n\tvar domNode = this.document.createElement(\"a\");\n\t// Assign classes\n\tvar classes = [\"tw-tiddlylink\"];\n\tif(this.isShadow) {\n\t\tclasses.push(\"tw-tiddlylink-shadow\");\n\t}\n\tif(this.isMissing && !this.isShadow) {\n\t\tclasses.push(\"tw-tiddlylink-missing\");\n\t} else {\n\t\tif(!this.isMissing) {\n\t\t\tclasses.push(\"tw-tiddlylink-resolves\");\n\t\t}\n\t}\n\tdomNode.setAttribute(\"class\",classes.join(\" \"));\n\t// Set an href\n\tvar wikiLinkTemplateMacro = this.getVariable(\"tw-wikilink-template\"),\n\t\twikiLinkTemplate = wikiLinkTemplateMacro ? wikiLinkTemplateMacro.trim() : \"#$uri_encoded$\",\n\t\twikiLinkText = wikiLinkTemplate.replace(\"$uri_encoded$\",encodeURIComponent(this.to));\n\twikiLinkText = wikiLinkText.replace(\"$uri_doubleencoded$\",encodeURIComponent(encodeURIComponent(this.to)));\n\tdomNode.setAttribute(\"href\",wikiLinkText);\n\t// Set the tooltip\n\t// HACK: Performance issues with re-parsing the tooltip prevent us defaulting the tooltip to \"<$transclude field='tooltip'><$transclude field='title'/></$transclude>\"\n\tvar tooltipWikiText = this.tooltip || this.getVariable(\"tw-wikilink-tooltip\");\n\tif(tooltipWikiText) {\n\t\tvar tooltipText = this.wiki.renderText(\"text/plain\",\"text/vnd.tiddlywiki\",tooltipWikiText,{\n\t\t\t\tparseAsInline: true,\n\t\t\t\tvariables: {\n\t\t\t\t\tcurrentTiddler: this.to\n\t\t\t\t},\n\t\t\t\tparentWidget: this\n\t\t\t});\n\t\tdomNode.setAttribute(\"title\",tooltipText);\n\t}\n\tif(this[\"aria-label\"]) {\n\t\tdomNode.setAttribute(\"aria-label\",this[\"aria-label\"]);\n\t}\n\t// Add a click event handler\n\t$tw.utils.addEventListeners(domNode,[\n\t\t{name: \"click\", handlerObject: this, handlerMethod: \"handleClickEvent\"},\n\t\t{name: \"dragstart\", handlerObject: this, handlerMethod: \"handleDragStartEvent\"},\n\t\t{name: \"dragend\", handlerObject: this, handlerMethod: \"handleDragEndEvent\"}\n\t]);\n\t// Insert the link into the DOM and render any children\n\tparent.insertBefore(domNode,nextSibling);\n\tthis.renderChildren(domNode,null);\n\tthis.domNodes.push(domNode);\n};\n\nLinkWidget.prototype.handleClickEvent = function (event) {\n\t// Send the click on it's way as a navigate event\n\tvar bounds = this.domNodes[0].getBoundingClientRect();\n\tthis.dispatchEvent({\n\t\ttype: \"tw-navigate\",\n\t\tnavigateTo: this.to,\n\t\tnavigateFromTitle: this.getVariable(\"storyTiddler\"),\n\t\tnavigateFromNode: this,\n\t\tnavigateFromClientRect: { top: bounds.top, left: bounds.left, width: bounds.width, right: bounds.right, bottom: bounds.bottom, height: bounds.height\n\t\t},\n\t\tnavigateSuppressNavigation: event.metaKey || event.ctrlKey || (event.button === 1)\n\t});\n\tevent.preventDefault();\n\tevent.stopPropagation();\n\treturn false;\n};\n\nLinkWidget.prototype.handleDragStartEvent = function(event) {\n\tif(this.to) {\n\t\t// Set the dragging class on the element being dragged\n\t\t$tw.utils.addClass(event.target,\"tw-tiddlylink-dragging\");\n\t\t// Create the drag image elements\n\t\tthis.dragImage = this.document.createElement(\"div\");\n\t\tthis.dragImage.className = \"tw-tiddler-dragger\";\n\t\tvar inner = this.document.createElement(\"div\");\n\t\tinner.className = \"tw-tiddler-dragger-inner\";\n\t\tinner.appendChild(this.document.createTextNode(this.to));\n\t\tthis.dragImage.appendChild(inner);\n\t\tthis.document.body.appendChild(this.dragImage);\n\t\t// Astoundingly, we need to cover the dragger up: http://www.kryogenix.org/code/browser/custom-drag-image.html\n\t\tvar cover = this.document.createElement(\"div\");\n\t\tcover.className = \"tw-tiddler-dragger-cover\";\n\t\tcover.style.left = (inner.offsetLeft - 16) + \"px\";\n\t\tcover.style.top = (inner.offsetTop - 16) + \"px\";\n\t\tcover.style.width = (inner.offsetWidth + 32) + \"px\";\n\t\tcover.style.height = (inner.offsetHeight + 32) + \"px\";\n\t\tthis.dragImage.appendChild(cover);\n\t\t// Set the data transfer properties\n\t\tvar dataTransfer = event.dataTransfer;\n\t\t// First the image\n\t\tdataTransfer.effectAllowed = \"copy\";\n\t\tif(dataTransfer.setDragImage) {\n\t\t\tdataTransfer.setDragImage(this.dragImage.firstChild,-16,-16);\n\t\t}\n\t\t// Then the data\n\t\tdataTransfer.clearData();\n\t\tvar jsonData = this.wiki.getTiddlerAsJson(this.to),\n\t\t\ttextData = this.wiki.getTiddlerText(this.to,\"\");\n\t\t// IE doesn't like these content types\n\t\tif(!$tw.browser.isIE) {\n\t\t\tdataTransfer.setData(\"text/vnd.tiddler\",jsonData);\n\t\t\tdataTransfer.setData(\"text/plain\",textData);\n\t\t\tdataTransfer.setData(\"text/x-moz-url\",\"data:text/vnd.tiddler,\" + encodeURI(jsonData));\n\t\t}\n\t\tdataTransfer.setData(\"URL\",\"data:text/vnd.tiddler,\" + encodeURI(jsonData));\n\t\tdataTransfer.setData(\"Text\",textData);\n\t\tevent.stopPropagation();\n\t} else {\n\t\tevent.preventDefault();\n\t}\n};\n\nLinkWidget.prototype.handleDragEndEvent = function(event) {\n\t// Remove the dragging class on the element being dragged\n\t$tw.utils.removeClass(event.target,\"tw-tiddlylink-dragging\");\n\t// Delete the drag image element\n\tif(this.dragImage) {\n\t\tthis.dragImage.parentNode.removeChild(this.dragImage);\n\t}\n};\n\n/*\nCompute the internal state of the widget\n*/\nLinkWidget.prototype.execute = function() {\n\t// Get the target tiddler title\n\tthis.to = this.getAttribute(\"to\",this.getVariable(\"currentTiddler\"));\n\t// Get the link title and aria label\n\tthis.tooltip = this.getAttribute(\"tooltip\");\n\tthis[\"aria-label\"] = this.getAttribute(\"aria-label\");\n\t// Determine the link characteristics\n\tthis.isMissing = !this.wiki.tiddlerExists(this.to);\n\tthis.isShadow = this.wiki.isShadowTiddler(this.to);\n\t// Make the child widgets\n\tthis.makeChildWidgets();\n};\n\n/*\nSelectively refreshes the widget if needed. Returns true if the widget or any of its children needed re-rendering\n*/\nLinkWidget.prototype.refresh = function(changedTiddlers) {\n\tvar changedAttributes = this.computeAttributes();\n\tif(changedAttributes.to || changedTiddlers[this.to] || changedAttributes[\"aria-label\"] || changedAttributes.tooltip) {\n\t\tthis.refreshSelf();\n\t\treturn true;\n\t}\n\treturn this.refreshChildren(changedTiddlers);\n};\n\nexports.link = LinkWidget;\n\n})();\n",
"title": "$:/core/modules/widgets/link.js",
"type": "application/javascript",
"module-type": "widget"
},
"$:/core/modules/widgets/linkcatcher.js": {
"text": "/*\\\ntitle: $:/core/modules/widgets/linkcatcher.js\ntype: application/javascript\nmodule-type: widget\n\nLinkcatcher widget\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nvar Widget = require(\"$:/core/modules/widgets/widget.js\").widget;\n\nvar LinkCatcherWidget = function(parseTreeNode,options) {\n\tthis.initialise(parseTreeNode,options);\n\tthis.addEventListeners([\n\t\t{type: \"tw-navigate\", handler: \"handleNavigateEvent\"}\n\t]);\n};\n\n/*\nInherit from the base widget class\n*/\nLinkCatcherWidget.prototype = new Widget();\n\n/*\nRender this widget into the DOM\n*/\nLinkCatcherWidget.prototype.render = function(parent,nextSibling) {\n\tthis.parentDomNode = parent;\n\tthis.computeAttributes();\n\tthis.execute();\n\tthis.renderChildren(parent,nextSibling);\n};\n\n/*\nCompute the internal state of the widget\n*/\nLinkCatcherWidget.prototype.execute = function() {\n\t// Get our parameters\n\tthis.catchTo = this.getAttribute(\"to\");\n\tthis.catchMessage = this.getAttribute(\"message\");\n\tthis.catchSet = this.getAttribute(\"set\");\n\tthis.catchSetTo = this.getAttribute(\"setTo\");\n\t// Construct the child widgets\n\tthis.makeChildWidgets();\n};\n\n/*\nSelectively refreshes the widget if needed. Returns true if the widget or any of its children needed re-rendering\n*/\nLinkCatcherWidget.prototype.refresh = function(changedTiddlers) {\n\tvar changedAttributes = this.computeAttributes();\n\tif(changedAttributes.to || changedAttributes.message || changedAttributes.set || changedAttributes.setTo) {\n\t\tthis.refreshSelf();\n\t\treturn true;\n\t} else {\n\t\treturn this.refreshChildren(changedTiddlers);\t\t\n\t}\n};\n\n/*\nHandle a tw-navigate event\n*/\nLinkCatcherWidget.prototype.handleNavigateEvent = function(event) {\n\tif(this.catchTo) {\n\t\tthis.wiki.setTextReference(this.catchTo,event.navigateTo,this.getVariable(\"currentTiddler\"));\n\t}\n\tif(this.catchMessage && this.parentWidget) {\n\t\tthis.parentWidget.dispatchEvent({\n\t\t\ttype: this.catchMessage,\n\t\t\tparam: event.navigateTo,\n\t\t\tnavigateTo: event.navigateTo\n\t\t});\n\t}\n\tif(this.catchSet) {\n\t\tvar tiddler = this.wiki.getTiddler(this.catchSet);\n\t\tthis.wiki.addTiddler(new $tw.Tiddler(tiddler,{title: this.catchSet, text: this.catchSetTo}));\n\t}\n\treturn false;\n};\n\nexports.linkcatcher = LinkCatcherWidget;\n\n})();\n",
"title": "$:/core/modules/widgets/linkcatcher.js",
"type": "application/javascript",
"module-type": "widget"
},
"$:/core/modules/widgets/list.js": {
"text": "/*\\\ntitle: $:/core/modules/widgets/list.js\ntype: application/javascript\nmodule-type: widget\n\nList and list item widgets\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nvar Widget = require(\"$:/core/modules/widgets/widget.js\").widget;\n\n/*\nThe list widget creates list element sub-widgets that reach back into the list widget for their configuration\n*/\n\nvar ListWidget = function(parseTreeNode,options) {\n\t// Initialise the storyviews if they've not been done already\n\tif(!this.storyViews) {\n\t\tListWidget.prototype.storyViews = {};\n\t\t$tw.modules.applyMethods(\"storyview\",this.storyViews);\n\t}\n\t// Main initialisation inherited from widget.js\n\tthis.initialise(parseTreeNode,options);\n};\n\n/*\nInherit from the base widget class\n*/\nListWidget.prototype = new Widget();\n\n/*\nRender this widget into the DOM\n*/\nListWidget.prototype.render = function(parent,nextSibling) {\n\tthis.parentDomNode = parent;\n\tthis.computeAttributes();\n\tthis.execute();\n\tthis.renderChildren(parent,nextSibling);\n\t// Construct the storyview\n\tvar StoryView = this.storyViews[this.storyViewName];\n\tif(StoryView && !this.document.isTiddlyWikiFakeDom) {\n\t\tthis.storyview = new StoryView(this)\n\t} else {\n\t\tthis.storyview = null;\n\t}\n};\n\n/*\nCompute the internal state of the widget\n*/\nListWidget.prototype.execute = function() {\n\t// Get our attributes\n\tthis.template = this.getAttribute(\"template\");\n\tthis.editTemplate = this.getAttribute(\"editTemplate\");\n\tthis.variableName = this.getAttribute(\"variable\",\"currentTiddler\");\n\tthis.storyViewName = this.getAttribute(\"storyview\");\n\tthis.historyTitle = this.getAttribute(\"history\");\n\t// Compose the list elements\n\tthis.list = this.getTiddlerList();\n\tvar members = [],\n\t\tself = this;\n\t// Check for an empty list\n\tif(this.list.length === 0) {\n\t\tmembers = this.getEmptyMessage();\n\t} else {\n\t\t$tw.utils.each(this.list,function(title,index) {\n\t\t\tmembers.push(self.makeItemTemplate(title));\n\t\t});\n\t}\n\t// Construct the child widgets\n\tthis.makeChildWidgets(members);\n\t// Clear the last history\n\tthis.history = [];\n};\n\nListWidget.prototype.getTiddlerList = function() {\n\tvar defaultFilter = \"[!is[system]sort[title]]\";\n\treturn this.wiki.filterTiddlers(this.getAttribute(\"filter\",defaultFilter),this);\n};\n\nListWidget.prototype.getEmptyMessage = function() {\n\tvar emptyMessage = this.getAttribute(\"emptyMessage\",\"\"),\n\t\tparser = this.wiki.parseText(\"text/vnd.tiddlywiki\",emptyMessage,{parseAsInline: true});\n\tif(parser) {\n\t\treturn parser.tree;\n\t} else {\n\t\treturn [];\n\t}\n};\n\n/*\nCompose the template for a list item\n*/\nListWidget.prototype.makeItemTemplate = function(title) {\n\t// Check if the tiddler is a draft\n\tvar tiddler = this.wiki.getTiddler(title),\n\t\tisDraft = tiddler && tiddler.hasField(\"draft.of\"),\n\t\ttemplate = this.template,\n\t\ttemplateTree;\n\tif(isDraft && this.editTemplate) {\n\t\ttemplate = this.editTemplate;\n\t}\n\t// Compose the transclusion of the template\n\tif(template) {\n\t\ttemplateTree = [{type: \"transclude\", attributes: {tiddler: {type: \"string\", value: template}}}];\n\t} else {\n\t\tif(this.parseTreeNode.children && this.parseTreeNode.children.length > 0) {\n\t\t\ttemplateTree = this.parseTreeNode.children;\n\t\t} else {\n\t\t\t// Default template is a link to the title\n\t\t\ttemplateTree = [{type: \"element\", tag: this.parseTreeNode.isBlock ? \"div\" : \"span\", children: [{type: \"link\", attributes: {to: {type: \"string\", value: title}}, children: [\n\t\t\t\t\t{type: \"text\", text: title}\n\t\t\t]}]}];\n\t\t}\n\t}\n\t// Return the list item\n\treturn {type: \"listitem\", itemTitle: title, variableName: this.variableName, children: templateTree};\n};\n\n/*\nSelectively refreshes the widget if needed. Returns true if the widget or any of its children needed re-rendering\n*/\nListWidget.prototype.refresh = function(changedTiddlers) {\n\tvar changedAttributes = this.computeAttributes();\n\t// Completely refresh if any of our attributes have changed\n\tif(changedAttributes.filter || changedAttributes.template || changedAttributes.editTemplate || changedAttributes.emptyMessage || changedAttributes.storyview || changedAttributes.history) {\n\t\tthis.refreshSelf();\n\t\treturn true;\n\t} else {\n\t\t// Handle any changes to the list\n\t\tvar hasChanged = this.handleListChanges(changedTiddlers);\n\t\t// Handle any changes to the history stack\n\t\tif(this.historyTitle && changedTiddlers[this.historyTitle]) {\n\t\t\tthis.handleHistoryChanges();\n\t\t}\n\t\treturn hasChanged;\n\t}\n};\n\n/*\nHandle any changes to the history list\n*/\nListWidget.prototype.handleHistoryChanges = function() {\n\t// Get the history data\n\tvar newHistory = this.wiki.getTiddlerData(this.historyTitle,[]);\n\t// Ignore any entries of the history that match the previous history\n\tvar entry = 0;\n\twhile(entry < newHistory.length && entry < this.history.length && newHistory[entry].title === this.history[entry].title) {\n\t\tentry++;\n\t}\n\t// Navigate forwards to each of the new tiddlers\n\twhile(entry < newHistory.length) {\n\t\tif(this.storyview && this.storyview.navigateTo) {\n\t\t\tthis.storyview.navigateTo(newHistory[entry]);\n\t\t}\n\t\tentry++;\n\t}\n\t// Update the history\n\tthis.history = newHistory;\n};\n\n/*\nProcess any changes to the list\n*/\nListWidget.prototype.handleListChanges = function(changedTiddlers) {\n\t// Get the new list\n\tvar prevList = this.list;\n\tthis.list = this.getTiddlerList();\n\t// Check for an empty list\n\tif(this.list.length === 0) {\n\t\t// Check if it was empty before\n\t\tif(prevList.length === 0) {\n\t\t\t// If so, just refresh the empty message\n\t\t\treturn this.refreshChildren(changedTiddlers);\n\t\t} else {\n\t\t\t// Replace the previous content with the empty message\n\t\t\tfor(t=this.children.length-1; t>=0; t--) {\n\t\t\t\tthis.removeListItem(t);\n\t\t\t}\n\t\t\tvar nextSibling = this.findNextSiblingDomNode();\n\t\t\tthis.makeChildWidgets(this.getEmptyMessage());\n\t\t\tthis.renderChildren(this.parentDomNode,nextSibling);\n\t\t\treturn true;\n\t\t}\n\t} else {\n\t\t// If the list was empty then we need to remove the empty message\n\t\tif(prevList.length === 0) {\n\t\t\tthis.removeChildDomNodes();\n\t\t\tthis.children = [];\n\t\t}\n\t\t// Cycle through the list, inserting and removing list items as needed\n\t\tvar hasRefreshed = false;\n\t\tfor(var t=0; t<this.list.length; t++) {\n\t\t\tvar index = this.findListItem(t,this.list[t]);\n\t\t\tif(index === undefined) {\n\t\t\t\t// The list item must be inserted\n\t\t\t\tthis.insertListItem(t,this.list[t]);\n\t\t\t\thasRefreshed = true;\n\t\t\t} else {\n\t\t\t\t// There are intervening list items that must be removed\n\t\t\t\tfor(var n=index-1; n>=t; n--) {\n\t\t\t\t\tthis.removeListItem(n);\n\t\t\t\t\thasRefreshed = true;\n\t\t\t\t}\n\t\t\t\t// Refresh the item we're reusing\n\t\t\t\tvar refreshed = this.children[t].refresh(changedTiddlers);\n\t\t\t\thasRefreshed = hasRefreshed || refreshed;\n\t\t\t}\n\t\t}\n\t\t// Remove any left over items\n\t\tfor(t=this.children.length-1; t>=this.list.length; t--) {\n\t\t\tthis.removeListItem(t);\n\t\t\thasRefreshed = true;\n\t\t}\n\t\treturn hasRefreshed;\n\t}\n};\n\n/*\nFind the list item with a given title, starting from a specified position\n*/\nListWidget.prototype.findListItem = function(startIndex,title) {\n\twhile(startIndex < this.children.length) {\n\t\tif(this.children[startIndex].parseTreeNode.itemTitle === title) {\n\t\t\treturn startIndex;\n\t\t}\n\t\tstartIndex++;\n\t}\n\treturn undefined;\n};\n\n/*\nInsert a new list item at the specified index\n*/\nListWidget.prototype.insertListItem = function(index,title) {\n\t// Create, insert and render the new child widgets\n\tvar widget = this.makeChildWidget(this.makeItemTemplate(title));\n\twidget.parentDomNode = this.parentDomNode; // Hack to enable findNextSiblingDomNode() to work\n\tthis.children.splice(index,0,widget);\n\tvar nextSibling = widget.findNextSiblingDomNode();\n\twidget.render(this.parentDomNode,nextSibling);\n\t// Animate the insertion if required\n\tif(this.storyview && this.storyview.insert) {\n\t\tthis.storyview.insert(widget);\n\t}\n\treturn true;\n};\n\n/*\nRemove the specified list item\n*/\nListWidget.prototype.removeListItem = function(index) {\n\tvar widget = this.children[index];\n\t// Animate the removal if required\n\tif(this.storyview && this.storyview.remove) {\n\t\tthis.storyview.remove(widget);\n\t} else {\n\t\twidget.removeChildDomNodes();\n\t}\n\t// Remove the child widget\n\tthis.children.splice(index,1);\n};\n\nexports.list = ListWidget;\n\nvar ListItemWidget = function(parseTreeNode,options) {\n\tthis.initialise(parseTreeNode,options);\n};\n\n/*\nInherit from the base widget class\n*/\nListItemWidget.prototype = new Widget();\n\n/*\nRender this widget into the DOM\n*/\nListItemWidget.prototype.render = function(parent,nextSibling) {\n\tthis.parentDomNode = parent;\n\tthis.computeAttributes();\n\tthis.execute();\n\tthis.renderChildren(parent,nextSibling);\n};\n\n/*\nCompute the internal state of the widget\n*/\nListItemWidget.prototype.execute = function() {\n\t// Set the current list item title\n\tthis.setVariable(this.parseTreeNode.variableName,this.parseTreeNode.itemTitle);\n\t// Construct the child widgets\n\tthis.makeChildWidgets();\n};\n\n/*\nSelectively refreshes the widget if needed. Returns true if the widget or any of its children needed re-rendering\n*/\nListItemWidget.prototype.refresh = function(changedTiddlers) {\n\treturn this.refreshChildren(changedTiddlers);\n};\n\nexports.listitem = ListItemWidget;\n\n})();\n",
"title": "$:/core/modules/widgets/list.js",
"type": "application/javascript",
"module-type": "widget"
},
"$:/core/modules/widgets/macrocall.js": {
"text": "/*\\\ntitle: $:/core/modules/widgets/macrocall.js\ntype: application/javascript\nmodule-type: widget\n\nMacrocall widget\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nvar Widget = require(\"$:/core/modules/widgets/widget.js\").widget;\n\nvar MacroCallWidget = function(parseTreeNode,options) {\n\tthis.initialise(parseTreeNode,options);\n};\n\n/*\nInherit from the base widget class\n*/\nMacroCallWidget.prototype = new Widget();\n\n/*\nRender this widget into the DOM\n*/\nMacroCallWidget.prototype.render = function(parent,nextSibling) {\n\tthis.parentDomNode = parent;\n\tthis.computeAttributes();\n\tthis.execute();\n\tthis.renderChildren(parent,nextSibling);\n};\n\n/*\nCompute the internal state of the widget\n*/\nMacroCallWidget.prototype.execute = function() {\n\t// Get the parse type if specified\n\tthis.parseType = this.getAttribute(\"$type\",\"text/vnd.tiddlywiki\");\n\tthis.renderOutput = this.getAttribute(\"$output\",\"text/html\");\n\t// Merge together the parameters specified in the parse tree with the specified attributes\n\tvar params = this.parseTreeNode.params ? this.parseTreeNode.params.slice(0) : [];\n\t$tw.utils.each(this.attributes,function(attribute,name) {\n\t\tif(name.charAt(0) !== \"$\") {\n\t\t\tparams.push({name: name, value: attribute});\t\t\t\n\t\t}\n\t});\n\t// Get the macro value\n\tvar text = this.getVariable(this.parseTreeNode.name || this.getAttribute(\"$name\"),{params: params}),\n\t\tparseTreeNodes;\n\t// Are we rendering to HTML?\n\tif(this.renderOutput === \"text/html\") {\n\t\t// If so we'll return the parsed macro\n\t\tvar parser = this.wiki.parseText(this.parseType,text,\n\t\t\t\t\t\t\t{parseAsInline: !this.parseTreeNode.isBlock});\n\t\tparseTreeNodes = parser ? parser.tree : [];\n\t} else {\n\t\t// Otherwise, we'll render the text\n\t\tvar plainText = this.wiki.renderText(\"text/plain\",this.parseType,text,{parentWidget: this});\n\t\tparseTreeNodes = [{type: \"text\", text: plainText}];\n\t}\n\t// Construct the child widgets\n\tthis.makeChildWidgets(parseTreeNodes);\n};\n\n/*\nSelectively refreshes the widget if needed. Returns true if the widget or any of its children needed re-rendering\n*/\nMacroCallWidget.prototype.refresh = function(changedTiddlers) {\n\tvar changedAttributes = this.computeAttributes();\n\tif($tw.utils.count(changedAttributes) > 0) {\n\t\t// Rerender ourselves\n\t\tthis.refreshSelf();\n\t\treturn true;\n\t} else {\n\t\treturn this.refreshChildren(changedTiddlers);\n\t}\n};\n\nexports.macrocall = MacroCallWidget;\n\n})();\n",
"title": "$:/core/modules/widgets/macrocall.js",
"type": "application/javascript",
"module-type": "widget"
},
"$:/core/modules/widgets/navigator.js": {
"text": "/*\\\ntitle: $:/core/modules/widgets/navigator.js\ntype: application/javascript\nmodule-type: widget\n\nNavigator widget\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nvar Widget = require(\"$:/core/modules/widgets/widget.js\").widget;\n\nvar NavigatorWidget = function(parseTreeNode,options) {\n\tthis.initialise(parseTreeNode,options);\n\tthis.addEventListeners([\n\t\t{type: \"tw-navigate\", handler: \"handleNavigateEvent\"},\n\t\t{type: \"tw-edit-tiddler\", handler: \"handleEditTiddlerEvent\"},\n\t\t{type: \"tw-delete-tiddler\", handler: \"handleDeleteTiddlerEvent\"},\n\t\t{type: \"tw-save-tiddler\", handler: \"handleSaveTiddlerEvent\"},\n\t\t{type: \"tw-cancel-tiddler\", handler: \"handleCancelTiddlerEvent\"},\n\t\t{type: \"tw-close-tiddler\", handler: \"handleCloseTiddlerEvent\"},\n\t\t{type: \"tw-close-all-tiddlers\", handler: \"handleCloseAllTiddlersEvent\"},\n\t\t{type: \"tw-close-other-tiddlers\", handler: \"handleCloseOtherTiddlersEvent\"},\n\t\t{type: \"tw-new-tiddler\", handler: \"handleNewTiddlerEvent\"},\n\t\t{type: \"tw-import-tiddlers\", handler: \"handleImportTiddlersEvent\"}\n\t]);\n};\n\n/*\nInherit from the base widget class\n*/\nNavigatorWidget.prototype = new Widget();\n\n/*\nRender this widget into the DOM\n*/\nNavigatorWidget.prototype.render = function(parent,nextSibling) {\n\tthis.parentDomNode = parent;\n\tthis.computeAttributes();\n\tthis.execute();\n\tthis.renderChildren(parent,nextSibling);\n};\n\n/*\nCompute the internal state of the widget\n*/\nNavigatorWidget.prototype.execute = function() {\n\t// Get our parameters\n\tthis.storyTitle = this.getAttribute(\"story\");\n\tthis.historyTitle = this.getAttribute(\"history\");\n\t// Construct the child widgets\n\tthis.makeChildWidgets();\n};\n\n/*\nSelectively refreshes the widget if needed. Returns true if the widget or any of its children needed re-rendering\n*/\nNavigatorWidget.prototype.refresh = function(changedTiddlers) {\n\tvar changedAttributes = this.computeAttributes();\n\tif(changedAttributes.story || changedAttributes.history) {\n\t\tthis.refreshSelf();\n\t\treturn true;\n\t} else {\n\t\treturn this.refreshChildren(changedTiddlers);\t\t\n\t}\n};\n\nNavigatorWidget.prototype.getStoryList = function() {\n\treturn this.storyTitle ? this.wiki.getTiddlerList(this.storyTitle) : null;\n};\n\nNavigatorWidget.prototype.saveStoryList = function(storyList) {\n\tvar storyTiddler = this.wiki.getTiddler(this.storyTitle);\n\tthis.wiki.addTiddler(new $tw.Tiddler(\n\t\t{title: this.storyTitle},\n\t\tstoryTiddler,\n\t\t{list: storyList}\n\t));\n};\n\nNavigatorWidget.prototype.findTitleInStory = function(storyList,title,defaultIndex) {\n\tvar p = storyList.indexOf(title);\n\treturn p === -1 ? defaultIndex : p;\n};\n\nNavigatorWidget.prototype.removeTitleFromStory = function(storyList,title) {\n\tvar p = storyList.indexOf(title);\n\twhile(p !== -1) {\n\t\tstoryList.splice(p,1);\n\t\tp = storyList.indexOf(title);\n\t}\n};\n\nNavigatorWidget.prototype.replaceFirstTitleInStory = function(storyList,oldTitle,newTitle) {\n\tvar pos = storyList.indexOf(oldTitle);\n\tif(pos !== -1) {\n\t\tstoryList[pos] = newTitle;\n\t\tdo {\n\t\t\tpos = storyList.indexOf(oldTitle,pos + 1);\n\t\t\tif(pos !== -1) {\n\t\t\t\tstoryList.splice(pos,1);\n\t\t\t}\n\t\t} while(pos !== -1);\n\t} else {\n\t\tstoryList.splice(0,0,newTitle);\n\t}\n};\n\nNavigatorWidget.prototype.addToStory = function(title,fromTitle) {\n\tvar storyList = this.getStoryList();\n\tif(storyList) {\n\t\t// See if the tiddler is already there\n\t\tvar slot = this.findTitleInStory(storyList,title,-1);\n\t\t// If not we need to add it\n\t\tif(slot === -1) {\n\t\t\t// First we try to find the position of the story element we navigated from\n\t\t\tslot = this.findTitleInStory(storyList,fromTitle,-1) + 1;\n\t\t\t// Add the tiddler\n\t\t\tstoryList.splice(slot,0,title);\n\t\t\t// Save the story\n\t\t\tthis.saveStoryList(storyList);\n\t\t}\n\t}\n};\n\n/*\nAdd a new record to the top of the history stack\ntitle: a title string or an array of title strings\nfromPageRect: page coordinates of the origin of the navigation\n*/\nNavigatorWidget.prototype.addToHistory = function(title,fromPageRect) {\n\tthis.wiki.addToHistory(title,fromPageRect,this.historyTitle);\n};\n\n/*\nHandle a tw-navigate event\n*/\nNavigatorWidget.prototype.handleNavigateEvent = function(event) {\n\tthis.addToStory(event.navigateTo,event.navigateFromTitle);\n\tif(!event.navigateSuppressNavigation) {\n\t\tthis.addToHistory(event.navigateTo,event.navigateFromClientRect);\n\t}\n\treturn false;\n};\n\n// Close a specified tiddler\nNavigatorWidget.prototype.handleCloseTiddlerEvent = function(event) {\n\tvar title = event.param || event.tiddlerTitle,\n\t\tstoryList = this.getStoryList();\n\t// Look for tiddlers with this title to close\n\tthis.removeTitleFromStory(storyList,title);\n\tthis.saveStoryList(storyList);\n\treturn false;\n};\n\n// Close all tiddlers\nNavigatorWidget.prototype.handleCloseAllTiddlersEvent = function(event) {\n\tthis.saveStoryList([]);\n\treturn false;\n};\n\n// Close other tiddlers\nNavigatorWidget.prototype.handleCloseOtherTiddlersEvent = function(event) {\n\tvar title = event.param || event.tiddlerTitle;\n\tthis.saveStoryList([title]);\n\treturn false;\n};\n\n// Place a tiddler in edit mode\nNavigatorWidget.prototype.handleEditTiddlerEvent = function(event) {\n\tvar self = this;\n\tfunction isUnmodifiedShadow(title) {\n\t\t// jshint eqnull:true\n\t\tvar tiddler = self.wiki.getTiddler(title);\n\t\treturn (\n\t\t\tself.wiki.isShadowTiddler(title) &&\n\t\t\ttiddler.fields.modified == null\n\t\t);\n\t}\n\tfunction confirmEditShadow(title) {\n\t\treturn confirm($tw.language.getString(\n\t\t\t\"ConfirmEditShadowTiddler\",\n\t\t\t{variables:\n\t\t\t\t{title: title}\n\t\t\t}\n\t\t));\n\t}\n\tvar title = event.param || event.tiddlerTitle;\n\tif(isUnmodifiedShadow(title) && !confirmEditShadow(title)) {\n\t\treturn false;\n\t}\n\t// Replace the specified tiddler with a draft in edit mode\n\tvar draftTiddler = this.makeDraftTiddler(title),\n\t\tdraftTitle = draftTiddler.fields.title,\n\t\tstoryList = this.getStoryList();\n\tthis.removeTitleFromStory(storyList,draftTitle);\n\tthis.replaceFirstTitleInStory(storyList,title,draftTitle);\n\tthis.addToHistory(draftTitle,event.navigateFromClientRect);\n\tthis.saveStoryList(storyList);\n\treturn false;\n};\n\n// Delete a tiddler\nNavigatorWidget.prototype.handleDeleteTiddlerEvent = function(event) {\n\t// Get the tiddler we're deleting\n\tvar title = event.param || event.tiddlerTitle,\n\t\ttiddler = this.wiki.getTiddler(title),\n\t\tstoryList = this.getStoryList(),\n\t\toriginalTitle, confirmationTitle;\n\t// Check if the tiddler we're deleting is in draft mode\n\tif(tiddler.hasField(\"draft.title\")) {\n\t\t// If so, we'll prompt for confirmation referencing the original tiddler\n\t\toriginalTitle = tiddler.fields[\"draft.of\"];\n\t\tconfirmationTitle = originalTitle;\n\t} else {\n\t\t// If not a draft, then prompt for confirmation referencing the specified tiddler\n\t\toriginalTitle = null;\n\t\tconfirmationTitle = title;\n\t}\n\t// Seek confirmation\n\tif(!confirm($tw.language.getString(\n\t\t\t\t\"ConfirmDeleteTiddler\",\n\t\t\t\t{variables:\n\t\t\t\t\t{title: confirmationTitle}\n\t\t\t\t}\n\t\t\t))) {\n\t\treturn false;\n\t}\n\t// Delete the original tiddler\n\tif(originalTitle) {\n\t\tthis.wiki.deleteTiddler(originalTitle);\n\t\tthis.removeTitleFromStory(storyList,originalTitle);\n\t}\n\t// Delete this tiddler\n\tthis.wiki.deleteTiddler(title);\n\t// Remove the closed tiddler from the story\n\tthis.removeTitleFromStory(storyList,title);\n\tthis.saveStoryList(storyList);\n\t// Send a notification event\n\tthis.dispatchEvent({type: \"tw-auto-save-wiki\"});\n\treturn false;\n};\n\n/*\nCreate/reuse the draft tiddler for a given title\n*/\nNavigatorWidget.prototype.makeDraftTiddler = function(targetTitle) {\n\t// See if there is already a draft tiddler for this tiddler\n\tvar drafts = [];\n\tthis.wiki.forEachTiddler({includeSystem: true},function(title,tiddler) {\n\t\tif(tiddler.fields[\"draft.title\"] && tiddler.fields[\"draft.of\"] === targetTitle) {\n\t\t\tdrafts.push(tiddler);\n\t\t}\n\t});\n\tif(drafts.length > 0) {\n\t\treturn drafts[0];\n\t}\n\t// Get the current value of the tiddler we're editing\n\tvar tiddler = this.wiki.getTiddler(targetTitle),\n\t\tdraftTitle = this.generateDraftTitle(targetTitle);\n\t// Save the initial value of the draft tiddler\n\tvar draftTiddler = new $tw.Tiddler(\n\t\t\ttiddler,\n\t\t\t{\n\t\t\t\ttitle: draftTitle,\n\t\t\t\t\"draft.title\": targetTitle,\n\t\t\t\t\"draft.of\": targetTitle\n\t\t\t},\n\t\t\tthis.wiki.getModificationFields()\n\t\t);\n\tthis.wiki.addTiddler(draftTiddler);\n\treturn draftTiddler;\n};\n\n/*\nGenerate a title for the draft of a given tiddler\n*/\nNavigatorWidget.prototype.generateDraftTitle = function(title) {\n\tvar c = 0;\n\tdo {\n\t\tvar draftTitle = \"Draft \" + (c ? (c + 1) + \" \" : \"\") + \"of '\" + title + \"'\";\n\t\tc++;\n\t} while(this.wiki.tiddlerExists(draftTitle));\n\treturn draftTitle;\n};\n\n// Take a tiddler out of edit mode, saving the changes\nNavigatorWidget.prototype.handleSaveTiddlerEvent = function(event) {\n\tvar title = event.param || event.tiddlerTitle,\n\t\ttiddler = this.wiki.getTiddler(title),\n\t\tstoryList = this.getStoryList();\n\t// Replace the original tiddler with the draft\n\tif(tiddler) {\n\t\tvar draftTitle = (tiddler.fields[\"draft.title\"] || \"\").trim(),\n\t\t\tdraftOf = (tiddler.fields[\"draft.of\"] || \"\").trim();\n\t\tif(draftTitle) {\n\t\t\tvar isRename = draftOf !== draftTitle,\n\t\t\t\tisConfirmed = true;\n\t\t\tif(isRename && this.wiki.tiddlerExists(draftTitle)) {\n\t\t\t\tisConfirmed = confirm($tw.language.getString(\n\t\t\t\t\t\"ConfirmOverwriteTiddler\",\n\t\t\t\t\t{variables:\n\t\t\t\t\t\t{title: draftTitle}\n\t\t\t\t\t}\n\t\t\t\t));\n\t\t\t}\n\t\t\tif(!isRename && !this.wiki.isDraftModified(title)) {\n\t\t\t\tevent.type = \"tw-cancel-tiddler\";\n\t\t\t\tthis.dispatchEvent(event);\n\t\t\t} else if(isConfirmed) {\n\t\t\t\t// Save the draft tiddler as the real tiddler\n\t\t\t\tthis.wiki.addTiddler(new $tw.Tiddler(this.wiki.getCreationFields(),tiddler,{\n\t\t\t\t\ttitle: draftTitle,\n\t\t\t\t\t\"draft.title\": undefined,\n\t\t\t\t\t\"draft.of\": undefined\n\t\t\t\t},this.wiki.getModificationFields()));\n\t\t\t\t// Remove the draft tiddler\n\t\t\t\tthis.wiki.deleteTiddler(title);\n\t\t\t\t// Remove the original tiddler if we're renaming it\n\t\t\t\tif(isRename) {\n\t\t\t\t\tthis.wiki.deleteTiddler(draftOf);\n\t\t\t\t}\n\t\t\t\t// Replace the draft in the story with the original\n\t\t\t\tthis.replaceFirstTitleInStory(storyList,title,draftTitle);\n\t\t\t\tthis.addToHistory(draftTitle,event.navigateFromClientRect);\n\t\t\t\tif(draftTitle !== this.storyTitle) {\n\t\t\t\t\tthis.saveStoryList(storyList);\n\t\t\t\t}\n\t\t\t\t// Send a notification event\n\t\t\t\tthis.dispatchEvent({type: \"tw-auto-save-wiki\"});\n\t\t\t}\n\t\t}\n\t}\n\treturn false;\n};\n\n// Take a tiddler out of edit mode without saving the changes\nNavigatorWidget.prototype.handleCancelTiddlerEvent = function(event) {\n\t// Flip the specified tiddler from draft back to the original\n\tvar draftTitle = event.param || event.tiddlerTitle,\n\t\tdraftTiddler = this.wiki.getTiddler(draftTitle),\n\t\toriginalTitle = draftTiddler.fields[\"draft.of\"],\n\t\tstoryList = this.getStoryList();\n\tif(draftTiddler && originalTitle) {\n\t\t// Ask for confirmation if the tiddler text has changed\n\t\tvar isConfirmed = true;\n\t\tif(this.wiki.getTiddlerText(draftTitle) !== this.wiki.getTiddlerText(originalTitle)) {\n\t\t\tisConfirmed = confirm($tw.language.getString(\n\t\t\t\t\"ConfirmCancelTiddler\",\n\t\t\t\t{variables:\n\t\t\t\t\t{title: draftTitle}\n\t\t\t\t}\n\t\t\t));\n\t\t}\n\t\t// Remove the draft tiddler\n\t\tif(isConfirmed) {\n\t\t\tthis.wiki.deleteTiddler(draftTitle);\n\t\t\tthis.replaceFirstTitleInStory(storyList,draftTitle,originalTitle);\n\t\t\tthis.addToHistory(originalTitle,event.navigateFromClientRect);\n\t\t\tthis.saveStoryList(storyList);\n\t\t}\n\t}\n\treturn false;\n};\n\n// Create a new draft tiddler\nNavigatorWidget.prototype.handleNewTiddlerEvent = function(event) {\n\t// Get the story details\n\tvar storyList = this.getStoryList();\n\t// Get the template tiddler if there is one\n\tvar templateTiddler = this.wiki.getTiddler(event.param);\n\t// Create the new tiddler\n\tvar title = this.wiki.generateNewTitle((templateTiddler && templateTiddler.fields.title) || \"New Tiddler\");\n\tvar tiddler = new $tw.Tiddler(this.wiki.getCreationFields(),{\n\t\ttext: \"Newly created tiddler\",\n\t\ttitle: title\n\t},this.wiki.getModificationFields());\n\tthis.wiki.addTiddler(tiddler);\n\t// Create the draft tiddler\n\tvar draftTitle = this.generateDraftTitle(title),\n\t\tdraftTiddler = new $tw.Tiddler({\n\t\t\ttext: \"\"\n\t\t},templateTiddler,\n\t\tthis.wiki.getCreationFields(),\n\t\t{\n\t\t\ttitle: draftTitle,\n\t\t\t\"draft.title\": title,\n\t\t\t\"draft.of\": title\n\t\t},this.wiki.getModificationFields());\n\tthis.wiki.addTiddler(draftTiddler);\n\t// Update the story to insert the new draft at the top\n\tvar slot = storyList.indexOf(event.navigateFromTitle);\n\tstoryList.splice(slot + 1,0,draftTitle);\n\t// Save the updated story\n\tthis.saveStoryList(storyList);\n\t// Add a new record to the top of the history stack\n\tthis.addToHistory(draftTitle);\n\treturn false;\n};\n\n// Import JSON tiddlers\nNavigatorWidget.prototype.handleImportTiddlersEvent = function(event) {\n\tvar self = this;\n\t// Get the tiddlers\n\tvar tiddlers = [];\n\ttry {\n\t\ttiddlers = JSON.parse(event.param);\t\n\t} catch(e) {\n\t}\n\t// Process each tiddler\n\tvar importedTiddlers = [];\n\t$tw.utils.each(tiddlers,function(tiddlerFields) {\n\t\tvar title = tiddlerFields.title;\n\t\t// Add it to the store\n\t\tvar imported = self.wiki.importTiddler(new $tw.Tiddler(\n\t\t\tself.wiki.getCreationFields(),\n\t\t\tself.wiki.getModificationFields(),\n\t\t\ttiddlerFields\n\t\t));\n\t\tif(imported) {\n\t\t\timportedTiddlers.push(title);\n\t\t}\n\t});\n\t// Get the story and history details\n\tvar storyList = this.getStoryList(),\n\t\thistory = [];\n\t// Create the import report tiddler\n\tif(importedTiddlers.length === 0) {\n\t\treturn false;\n\t}\n\tvar title;\n\tif(importedTiddlers.length > 1) {\n\t\ttitle = this.wiki.generateNewTitle(\"$:/temp/ImportReport\");\n\t\tvar tiddlerFields = {\n\t\t\ttitle: title,\n\t\t\ttext: \"# [[\" + importedTiddlers.join(\"]]\\n# [[\") + \"]]\\n\"\n\t\t};\n\t\tthis.wiki.addTiddler(new $tw.Tiddler(\n\t\t\tself.wiki.getCreationFields(),\n\t\t\ttiddlerFields,\n\t\t\tself.wiki.getModificationFields()\n\t\t));\n\t} else {\n\t\ttitle = importedTiddlers[0];\n\t}\n\t// Add it to the story\n\tif(storyList.indexOf(title) === -1) {\n\t\tstoryList.unshift(title);\n\t}\n\t// And to history\n\thistory.push(title);\n\t// Save the updated story and history\n\tthis.saveStoryList(storyList);\n\tthis.addToHistory(history);\n\treturn false;\n};\n\nexports.navigator = NavigatorWidget;\n\n})();\n",
"title": "$:/core/modules/widgets/navigator.js",
"type": "application/javascript",
"module-type": "widget"
},
"$:/core/modules/widgets/password.js": {
"text": "/*\\\ntitle: $:/core/modules/widgets/password.js\ntype: application/javascript\nmodule-type: widget\n\nPassword widget\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nvar Widget = require(\"$:/core/modules/widgets/widget.js\").widget;\n\nvar PasswordWidget = function(parseTreeNode,options) {\n\tthis.initialise(parseTreeNode,options);\n};\n\n/*\nInherit from the base widget class\n*/\nPasswordWidget.prototype = new Widget();\n\n/*\nRender this widget into the DOM\n*/\nPasswordWidget.prototype.render = function(parent,nextSibling) {\n\t// Save the parent dom node\n\tthis.parentDomNode = parent;\n\t// Compute our attributes\n\tthis.computeAttributes();\n\t// Execute our logic\n\tthis.execute();\n\t// Get the current password\n\tvar password = $tw.browser ? $tw.utils.getPassword(this.passwordName) || \"\" : \"\";\n\t// Create our element\n\tvar domNode = this.document.createElement(\"input\");\n\tdomNode.setAttribute(\"type\",\"password\");\n\tdomNode.setAttribute(\"value\",password);\n\t// Add a click event handler\n\t$tw.utils.addEventListeners(domNode,[\n\t\t{name: \"change\", handlerObject: this, handlerMethod: \"handleChangeEvent\"}\n\t]);\n\t// Insert the label into the DOM and render any children\n\tparent.insertBefore(domNode,nextSibling);\n\tthis.renderChildren(domNode,null);\n\tthis.domNodes.push(domNode);\n};\n\nPasswordWidget.prototype.handleChangeEvent = function(event) {\n\tvar password = this.domNodes[0].value;\n\treturn $tw.utils.savePassword(this.passwordName,password);\n};\n\n/*\nCompute the internal state of the widget\n*/\nPasswordWidget.prototype.execute = function() {\n\t// Get the parameters from the attributes\n\tthis.passwordName = this.getAttribute(\"name\",\"\");\n\t// Make the child widgets\n\tthis.makeChildWidgets();\n};\n\n/*\nSelectively refreshes the widget if needed. Returns true if the widget or any of its children needed re-rendering\n*/\nPasswordWidget.prototype.refresh = function(changedTiddlers) {\n\tvar changedAttributes = this.computeAttributes();\n\tif(changedAttributes.name) {\n\t\tthis.refreshSelf();\n\t\treturn true;\n\t} else {\n\t\treturn this.refreshChildren(changedTiddlers);\n\t}\n};\n\nexports.password = PasswordWidget;\n\n})();\n",
"title": "$:/core/modules/widgets/password.js",
"type": "application/javascript",
"module-type": "widget"
},
"$:/core/modules/widgets/radio.js": {
"text": "/*\\\ntitle: $:/core/modules/widgets/radio.js\ntype: application/javascript\nmodule-type: widget\n\nRadio widget\n\nWill set a field to the selected value:\n\n```\n\t<$radio field=\"myfield\" value=\"check 1\">one</$radio>\n\t<$radio field=\"myfield\" value=\"check 2\">two</$radio>\n\t<$radio field=\"myfield\" value=\"check 3\">three</$radio>\n```\n\n|Parameter |Description |h\n|tiddler |Name of the tiddler in which the field should be set. Defaults to current tiddler |\n|field |The name of the field to be set |\n|value |The value to set |\n|class |Optional class name(s) |\n\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nvar Widget = require(\"$:/core/modules/widgets/widget.js\").widget;\n\nvar RadioWidget = function(parseTreeNode,options) {\n\tthis.initialise(parseTreeNode,options);\n};\n\n/*\nInherit from the base widget class\n*/\nRadioWidget.prototype = new Widget();\n\n/*\nRender this widget into the DOM\n*/\nRadioWidget.prototype.render = function(parent,nextSibling) {\n\t// Save the parent dom node\n\tthis.parentDomNode = parent;\n\t// Compute our attributes\n\tthis.computeAttributes();\n\t// Execute our logic\n\tthis.execute();\n\t// Create our elements\n\tthis.labelDomNode = this.document.createElement(\"label\");\n\tthis.labelDomNode.setAttribute(\"class\",this.radioClass);\n\tthis.inputDomNode = this.document.createElement(\"input\");\n\tthis.inputDomNode.setAttribute(\"type\",\"radio\");\n\tif(this.getValue() == this.radioValue) {\n\t\tthis.inputDomNode.setAttribute(\"checked\",\"true\");\n\t}\n\tthis.labelDomNode.appendChild(this.inputDomNode);\n\tthis.spanDomNode = this.document.createElement(\"span\");\n\tthis.labelDomNode.appendChild(this.spanDomNode);\n\t// Add a click event handler\n\t$tw.utils.addEventListeners(this.inputDomNode,[\n\t\t{name: \"change\", handlerObject: this, handlerMethod: \"handleChangeEvent\"}\n\t]);\n\t// Insert the label into the DOM and render any children\n\tparent.insertBefore(this.labelDomNode,nextSibling);\n\tthis.renderChildren(this.spanDomNode,null);\n\tthis.domNodes.push(this.labelDomNode);\n};\n\nRadioWidget.prototype.getValue = function() {\n\tvar tiddler = this.wiki.getTiddler(this.radioTitle);\n\treturn tiddler && tiddler.getFieldString(this.radioField);\n};\n\nRadioWidget.prototype.setValue = function() {\n\tif(this.radioField) {\n\t\tvar tiddler = this.wiki.getTiddler(this.radioTitle),\n\t\t\taddition = {};\n\t\taddition[this.radioField] = this.radioValue;\n\t\tthis.wiki.addTiddler(new $tw.Tiddler(tiddler,addition));\n\t}\n};\n\nRadioWidget.prototype.handleChangeEvent = function(event) {\n\tif(this.inputDomNode.checked) {\n\t\tthis.setValue();\n\t}\n};\n\n/*\nCompute the internal state of the widget\n*/\nRadioWidget.prototype.execute = function() {\n\t// Get the parameters from the attributes\n\tthis.radioTitle = this.getAttribute(\"tiddler\",this.getVariable(\"currentTiddler\"));\n\tthis.radioField = this.getAttribute(\"field\",\"text\");\n\tthis.radioValue = this.getAttribute(\"value\");\n\tthis.radioClass = this.getAttribute(\"class\",\"\");\n\tif(this.radioClass !== \"\") {\n\t\tthis.radioClass += \" \";\n\t}\n\tthis.radioClass += \"tw-radio\";\n\t// Make the child widgets\n\tthis.makeChildWidgets();\n};\n\n/*\nSelectively refreshes the widget if needed. Returns true if the widget or any of its children needed re-rendering\n*/\nRadioWidget.prototype.refresh = function(changedTiddlers) {\n\tvar changedAttributes = this.computeAttributes();\n\tif(changedAttributes.tiddler || changedAttributes.field || changedAttributes.value || changedAttributes[\"class\"]) {\n\t\tthis.refreshSelf();\n\t\treturn true;\n\t} else {\n\t\tvar refreshed = false;\n\t\tif(changedTiddlers[this.radioTitle]) {\n\t\t\tthis.inputDomNode.checked = this.getValue() === this.radioValue;\n\t\t\trefreshed = true;\n\t\t}\n\t\treturn this.refreshChildren(changedTiddlers) || refreshed;\n\t}\n};\n\nexports.radio = RadioWidget;\n\n})();\n",
"title": "$:/core/modules/widgets/radio.js",
"type": "application/javascript",
"module-type": "widget"
},
"$:/core/modules/widgets/raw.js": {
"text": "/*\\\ntitle: $:/core/modules/widgets/raw.js\ntype: application/javascript\nmodule-type: widget\n\nRaw widget\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nvar Widget = require(\"$:/core/modules/widgets/widget.js\").widget;\n\nvar RawWidget = function(parseTreeNode,options) {\n\tthis.initialise(parseTreeNode,options);\n};\n\n/*\nInherit from the base widget class\n*/\nRawWidget.prototype = new Widget();\n\n/*\nRender this widget into the DOM\n*/\nRawWidget.prototype.render = function(parent,nextSibling) {\n\tthis.parentDomNode = parent;\n\tthis.execute();\n\tvar div = this.document.createElement(\"div\");\n\tdiv.innerHTML=this.parseTreeNode.html;\n\tparent.insertBefore(div,nextSibling);\n\tthis.domNodes.push(div);\t\n};\n\n/*\nCompute the internal state of the widget\n*/\nRawWidget.prototype.execute = function() {\n};\n\n/*\nSelectively refreshes the widget if needed. Returns true if the widget or any of its children needed re-rendering\n*/\nRawWidget.prototype.refresh = function(changedTiddlers) {\n\treturn false;\n};\n\nexports.raw = RawWidget;\n\n})();\n",
"title": "$:/core/modules/widgets/raw.js",
"type": "application/javascript",
"module-type": "widget"
},
"$:/core/modules/widgets/reveal.js": {
"text": "/*\\\ntitle: $:/core/modules/widgets/reveal.js\ntype: application/javascript\nmodule-type: widget\n\nReveal widget\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nvar Widget = require(\"$:/core/modules/widgets/widget.js\").widget;\n\nvar RevealWidget = function(parseTreeNode,options) {\n\tthis.initialise(parseTreeNode,options);\n};\n\n/*\nInherit from the base widget class\n*/\nRevealWidget.prototype = new Widget();\n\n/*\nRender this widget into the DOM\n*/\nRevealWidget.prototype.render = function(parent,nextSibling) {\n\tthis.parentDomNode = parent;\n\tthis.computeAttributes();\n\tthis.execute();\n\tvar domNode = this.document.createElement(this.parseTreeNode.isBlock ? \"div\" : \"span\");\n\tvar classes = this[\"class\"].split(\" \") || [];\n\tclasses.push(\"tw-reveal\");\n\tdomNode.className = classes.join(\" \");\n\tparent.insertBefore(domNode,nextSibling);\n\tthis.renderChildren(domNode,null);\n\tif(!domNode.isTiddlyWikiFakeDom && this.type === \"popup\" && this.isOpen) {\n\t\tthis.positionPopup(domNode);\n\t\t$tw.utils.addClass(domNode,\"tw-popup\"); // Make sure that clicks don't dismiss popups within the revealed content\n\t}\n\tif(!this.isOpen) {\n\t\tdomNode.setAttribute(\"hidden\",\"true\")\n\t}\n\tthis.domNodes.push(domNode);\n};\n\nRevealWidget.prototype.positionPopup = function(domNode) {\n\tdomNode.style.position = \"absolute\";\n\tdomNode.style.zIndex = \"1000\";\n\tswitch(this.position) {\n\t\tcase \"left\":\n\t\t\tdomNode.style.left = (this.popup.left - domNode.offsetWidth) + \"px\";\n\t\t\tdomNode.style.top = this.popup.top + \"px\";\n\t\t\tbreak;\n\t\tcase \"above\":\n\t\t\tdomNode.style.left = this.popup.left + \"px\";\n\t\t\tdomNode.style.top = (this.popup.top - domNode.offsetHeight) + \"px\";\n\t\t\tbreak;\n\t\tcase \"aboveright\":\n\t\t\tdomNode.style.left = (this.popup.left + this.popup.width) + \"px\";\n\t\t\tdomNode.style.top = (this.popup.top + this.popup.height - domNode.offsetHeight) + \"px\";\n\t\t\tbreak;\n\t\tcase \"right\":\n\t\t\tdomNode.style.left = (this.popup.left + this.popup.width) + \"px\";\n\t\t\tdomNode.style.top = this.popup.top + \"px\";\n\t\t\tbreak;\n\t\tcase \"belowleft\":\n\t\t\tdomNode.style.left = (this.popup.left + this.popup.width - domNode.offsetWidth) + \"px\";\n\t\t\tdomNode.style.top = (this.popup.top + this.popup.height) + \"px\";\n\t\t\tbreak;\n\t\tdefault: // Below\n\t\t\tdomNode.style.left = this.popup.left + \"px\";\n\t\t\tdomNode.style.top = (this.popup.top + this.popup.height) + \"px\";\n\t\t\tbreak;\n\t}\n};\n\n/*\nCompute the internal state of the widget\n*/\nRevealWidget.prototype.execute = function() {\n\t// Get our parameters\n\tthis.state = this.getAttribute(\"state\");\n\tthis.type = this.getAttribute(\"type\");\n\tthis.text = this.getAttribute(\"text\");\n\tthis.position = this.getAttribute(\"position\");\n\tthis[\"class\"] = this.getAttribute(\"class\",\"\");\n\tthis[\"default\"] = this.getAttribute(\"default\",\"\");\n\tthis.animate = this.getAttribute(\"animate\",\"no\");\n\tthis.retain = this.getAttribute(\"retain\",\"no\");\n\tthis.openAnimation = this.animate === \"no\" ? undefined : \"open\";\n\tthis.closeAnimation = this.animate === \"no\" ? undefined : \"close\";\n\t// Compute the title of the state tiddler and read it\n\tthis.stateTitle = this.state;\n\tthis.readState();\n\t// Construct the child widgets\n\tvar childNodes = this.isOpen ? this.parseTreeNode.children : [];\n\tthis.hasChildNodes = this.isOpen;\n\tthis.makeChildWidgets(childNodes);\n};\n\n/*\nRead the state tiddler\n*/\nRevealWidget.prototype.readState = function() {\n\t// Read the information from the state tiddler\n\tif(this.stateTitle) {\n\t\tvar state = this.wiki.getTextReference(this.stateTitle,this[\"default\"],this.getVariable(\"currentTiddler\"));\n\t\tswitch(this.type) {\n\t\t\tcase \"popup\":\n\t\t\t\tthis.readPopupState(state);\n\t\t\t\tbreak;\n\t\t\tcase \"match\":\n\t\t\t\tthis.readMatchState(state);\n\t\t\t\tbreak;\n\t\t\tcase \"nomatch\":\n\t\t\t\tthis.readMatchState(state);\n\t\t\t\tthis.isOpen = !this.isOpen;\n\t\t\t\tbreak;\n\t\t}\n\t}\n};\n\nRevealWidget.prototype.readMatchState = function(state) {\n\tthis.isOpen = state === this.text;\n};\n\nRevealWidget.prototype.readPopupState = function(state) {\n\tvar popupLocationRegExp = /^\\((-?[0-9\\.E]+),(-?[0-9\\.E]+),(-?[0-9\\.E]+),(-?[0-9\\.E]+)\\)$/,\n\t\tmatch = popupLocationRegExp.exec(state);\n\t// Check if the state matches the location regexp\n\tif(match) {\n\t\t// If so, we're open\n\t\tthis.isOpen = true;\n\t\t// Get the location\n\t\tthis.popup = {\n\t\t\tleft: parseFloat(match[1]),\n\t\t\ttop: parseFloat(match[2]),\n\t\t\twidth: parseFloat(match[3]),\n\t\t\theight: parseFloat(match[4])\n\t\t};\n\t} else {\n\t\t// If not, we're closed\n\t\tthis.isOpen = false;\n\t}\n};\n\n/*\nSelectively refreshes the widget if needed. Returns true if the widget or any of its children needed re-rendering\n*/\nRevealWidget.prototype.refresh = function(changedTiddlers) {\n\tvar changedAttributes = this.computeAttributes();\n\tif(changedAttributes.state || changedAttributes.type || changedAttributes.text || changedAttributes.position || changedAttributes[\"default\"] || changedAttributes.animate) {\n\t\tthis.refreshSelf();\n\t\treturn true;\n\t} else {\n\t\tvar refreshed = false,\n\t\t\tcurrentlyOpen = this.isOpen;\n\t\tthis.readState();\n\t\tif(this.isOpen !== currentlyOpen) {\n\t\t\tif(this.retain === \"yes\") {\n\t\t\t\tthis.updateState();\n\t\t\t} else {\n\t\t\t\tthis.refreshSelf();\n\t\t\t\trefreshed = true;\n\t\t\t}\n\t\t}\n\t\treturn this.refreshChildren(changedTiddlers) || refreshed;\n\t}\n};\n\n/*\nCalled by refresh() to dynamically show or hide the content\n*/\nRevealWidget.prototype.updateState = function() {\n\t// Read the current state\n\tthis.readState();\n\t// Construct the child nodes if needed\n\tvar domNode = this.domNodes[0];\n\tif(this.isOpen && !this.hasChildNodes) {\n\t\tthis.hasChildNodes = true;\n\t\tthis.makeChildWidgets(this.parseTreeNode.children);\n\t\tthis.renderChildren(domNode,null);\n\t}\n\t// Animate our DOM node\n\tif(!domNode.isTiddlyWikiFakeDom && this.type === \"popup\" && this.isOpen) {\n\t\tthis.positionPopup(domNode);\n\t\t$tw.utils.addClass(domNode,\"tw-popup\"); // Make sure that clicks don't dismiss popups within the revealed content\n\n\t}\n\tif(this.isOpen) {\n\t\tdomNode.removeAttribute(\"hidden\");\n $tw.anim.perform(this.openAnimation,domNode);\n\t} else {\n\t\t$tw.anim.perform(this.closeAnimation,domNode,{callback: function() {\n\t\t\tdomNode.setAttribute(\"hidden\",\"true\");\n }});\n\t}\n};\n\nexports.reveal = RevealWidget;\n\n})();\n",
"title": "$:/core/modules/widgets/reveal.js",
"type": "application/javascript",
"module-type": "widget"
},
"$:/core/modules/widgets/scrollable.js": {
"text": "/*\\\ntitle: $:/core/modules/widgets/scrollable.js\ntype: application/javascript\nmodule-type: widget\n\nScrollable widget\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nvar Widget = require(\"$:/core/modules/widgets/widget.js\").widget;\n\nvar ScrollableWidget = function(parseTreeNode,options) {\n\tthis.initialise(parseTreeNode,options);\n\tthis.scaleFactor = 1;\n\tthis.addEventListeners([\n\t\t{type: \"tw-scroll\", handler: \"handleScrollEvent\"}\n\t]);\n\tif($tw.browser) {\n\t\tthis.requestAnimationFrame = window.requestAnimationFrame ||\n\t\t\twindow.webkitRequestAnimationFrame ||\n\t\t\twindow.mozRequestAnimationFrame ||\n\t\t\tfunction(callback) {\n\t\t\t\treturn window.setTimeout(callback, 1000/60);\n\t\t\t};\n\t\tthis.cancelAnimationFrame = window.cancelAnimationFrame ||\n\t\t\twindow.webkitCancelAnimationFrame ||\n\t\t\twindow.webkitCancelRequestAnimationFrame ||\n\t\t\twindow.mozCancelAnimationFrame ||\n\t\t\twindow.mozCancelRequestAnimationFrame ||\n\t\t\tfunction(id) {\n\t\t\t\twindow.clearTimeout(id);\n\t\t\t};\n\t}\n};\n\n/*\nInherit from the base widget class\n*/\nScrollableWidget.prototype = new Widget();\n\nScrollableWidget.prototype.cancelScroll = function() {\n\tif(this.idRequestFrame) {\n\t\tthis.cancelAnimationFrame.call(window,this.idRequestFrame);\n\t\tthis.idRequestFrame = null;\n\t}\n};\n\n/*\nHandle a scroll event\n*/\nScrollableWidget.prototype.handleScrollEvent = function(event) {\n\t// Pass the scroll event through if our offsetsize is larger than our scrollsize\n\tif(this.outerDomNode.scrollWidth <= this.outerDomNode.offsetWidth && this.outerDomNode.scrollHeight <= this.outerDomNode.offsetHeight && this.fallthrough === \"yes\") {\n\t\treturn true;\n\t}\n\tthis.scrollIntoView(event.target);\n\treturn false; // Handled event\n};\n\n/*\nScroll an element into view\n*/\nScrollableWidget.prototype.scrollIntoView = function(element) {\n\tvar duration = $tw.utils.getAnimationDuration();\n\tthis.cancelScroll();\n\tthis.startTime = Date.now();\n\tvar scrollPosition = {\n\t\tx: this.outerDomNode.scrollLeft,\n\t\ty: this.outerDomNode.scrollTop\n\t};\n\t// Get the client bounds of the element and adjust by the scroll position\n\tvar scrollableBounds = this.outerDomNode.getBoundingClientRect(),\n\t\tclientTargetBounds = element.getBoundingClientRect(),\n\t\tbounds = {\n\t\t\tleft: clientTargetBounds.left + scrollPosition.x - scrollableBounds.left,\n\t\t\ttop: clientTargetBounds.top + scrollPosition.y - scrollableBounds.top,\n\t\t\twidth: clientTargetBounds.width,\n\t\t\theight: clientTargetBounds.height\n\t\t};\n\t// We'll consider the horizontal and vertical scroll directions separately via this function\n\tvar getEndPos = function(targetPos,targetSize,currentPos,currentSize) {\n\t\t\t// If the target is already visible then stay where we are\n\t\t\tif(targetPos >= currentPos && (targetPos + targetSize) <= (currentPos + currentSize)) {\n\t\t\t\treturn currentPos;\n\t\t\t// If the target is above/left of the current view, then scroll to its top/left\n\t\t\t} else if(targetPos <= currentPos) {\n\t\t\t\treturn targetPos;\n\t\t\t// If the target is smaller than the window and the scroll position is too far up, then scroll till the target is at the bottom of the window\n\t\t\t} else if(targetSize < currentSize && currentPos < (targetPos + targetSize - currentSize)) {\n\t\t\t\treturn targetPos + targetSize - currentSize;\n\t\t\t// If the target is big, then just scroll to the top\n\t\t\t} else if(currentPos < targetPos) {\n\t\t\t\treturn targetPos;\n\t\t\t// Otherwise, stay where we are\n\t\t\t} else {\n\t\t\t\treturn currentPos;\n\t\t\t}\n\t\t},\n\t\tendX = getEndPos(bounds.left,bounds.width,scrollPosition.x,this.outerDomNode.offsetWidth),\n\t\tendY = getEndPos(bounds.top,bounds.height,scrollPosition.y,this.outerDomNode.offsetHeight);\n\t// Only scroll if necessary\n\tif(endX !== scrollPosition.x || endY !== scrollPosition.y) {\n\t\tvar self = this,\n\t\t\tdrawFrame;\n\t\tdrawFrame = function () {\n\t\t\tvar t;\n\t\t\tif(duration <= 0) {\n\t\t\t\tt = 1;\n\t\t\t} else {\n\t\t\t\tt = ((Date.now()) - self.startTime) / duration;\t\n\t\t\t}\n\t\t\tif(t >= 1) {\n\t\t\t\tself.cancelScroll();\n\t\t\t\tt = 1;\n\t\t\t}\n\t\t\tt = $tw.utils.slowInSlowOut(t);\n\t\t\tself.outerDomNode.scrollLeft = scrollPosition.x + (endX - scrollPosition.x) * t;\n\t\t\tself.outerDomNode.scrollTop = scrollPosition.y + (endY - scrollPosition.y) * t;\n\t\t\tif(t < 1) {\n\t\t\t\tself.idRequestFrame = self.requestAnimationFrame.call(window,drawFrame);\n\t\t\t}\n\t\t};\n\t\tdrawFrame();\n\t}\n};\n\n/*\nRender this widget into the DOM\n*/\nScrollableWidget.prototype.render = function(parent,nextSibling) {\n\tvar self = this;\n\t// Remember parent\n\tthis.parentDomNode = parent;\n\t// Compute attributes and execute state\n\tthis.computeAttributes();\n\tthis.execute();\n\t// Create elements\n\tthis.outerDomNode = this.document.createElement(\"div\");\n\t$tw.utils.setStyle(this.outerDomNode,[\n\t\t{overflowY: \"auto\"},\n\t\t{overflowX: \"auto\"},\n\t\t{webkitOverflowScrolling: \"touch\"}\n\t]);\n\tthis.innerDomNode = this.document.createElement(\"div\");\n\tthis.outerDomNode.appendChild(this.innerDomNode);\n\t// Assign classes\n\tthis.outerDomNode.className = this[\"class\"] || \"\";\n\t// Insert element\n\tparent.insertBefore(this.outerDomNode,nextSibling);\n\tthis.renderChildren(this.innerDomNode,null);\n\tthis.domNodes.push(this.outerDomNode);\n};\n\n/*\nCompute the internal state of the widget\n*/\nScrollableWidget.prototype.execute = function() {\n\t// Get attributes\n\tthis.fallthrough = this.getAttribute(\"fallthrough\",\"yes\");\n\tthis[\"class\"] = this.getAttribute(\"class\");\n\t// Make child widgets\n\tthis.makeChildWidgets();\n};\n\n/*\nSelectively refreshes the widget if needed. Returns true if the widget or any of its children needed re-rendering\n*/\nScrollableWidget.prototype.refresh = function(changedTiddlers) {\n\tvar changedAttributes = this.computeAttributes();\n\tif(changedAttributes[\"class\"]) {\n\t\tthis.refreshSelf();\n\t\treturn true;\n\t}\n\treturn this.refreshChildren(changedTiddlers);\n};\n\nexports.scrollable = ScrollableWidget;\n\n})();\n",
"title": "$:/core/modules/widgets/scrollable.js",
"type": "application/javascript",
"module-type": "widget"
},
"$:/core/modules/widgets/select.js": {
"text": "/*\\\ntitle: $:/core/modules/widgets/select.js\ntype: application/javascript\nmodule-type: widget\n\nSelect widget:\n\n```\n<$select tiddler=\"MyTiddler\" field=\"text\">\n<$list filter=\"[tag[chapter]]\">\n<option value=<<currentTiddler>>>\n<$view field=\"description\"/>\n</option>\n</$list>\n</$select>\n```\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nvar Widget = require(\"$:/core/modules/widgets/widget.js\").widget;\n\nvar SelectWidget = function(parseTreeNode,options) {\n\tthis.initialise(parseTreeNode,options);\n};\n\n/*\nInherit from the base widget class\n*/\nSelectWidget.prototype = new Widget();\n\n/*\nRender this widget into the DOM\n*/\nSelectWidget.prototype.render = function(parent,nextSibling) {\n\tthis.parentDomNode = parent;\n\tthis.computeAttributes();\n\tthis.execute();\n\tthis.renderChildren(parent,nextSibling);\n\tthis.setSelectValue();\n\t$tw.utils.addEventListeners(this.getSelectDomNode(),[\n\t\t{name: \"change\", handlerObject: this, handlerMethod: \"handleChangeEvent\"}\n\t]);\n};\n\n/*\nHandle a change event\n*/\nSelectWidget.prototype.handleChangeEvent = function(event) {\n\tvar value = this.getSelectDomNode().value;\n\tthis.wiki.setText(this.selectTitle,this.selectField,this.selectIndex,value);\n};\n\n/*\nIf necessary, set the value of the select element to the current value\n*/\nSelectWidget.prototype.setSelectValue = function() {\n\tvar value = this.selectDefault;\n\t// Get the value\n\tif(this.selectIndex) {\n\t\tvalue = this.wiki.extractTiddlerDataItem(this.selectTitle,this.selectIndex);\n\t} else {\n\t\tvar tiddler = this.wiki.getTiddler(this.selectTitle);\n\t\tif(tiddler) {\n\t\t\tif(this.selectField === \"text\") {\n\t\t\t\t// Calling getTiddlerText() triggers lazy loading of skinny tiddlers\n\t\t\t\tvalue = this.wiki.getTiddlerText(this.selectTitle);\n\t\t\t} else {\n\t\t\t\tif($tw.utils.hop(tiddler.fields,this.selectField)) {\n\t\t\t\t\tvalue = tiddler.getFieldString(this.selectField);\n\t\t\t\t}\n\t\t\t}\n\t\t} else {\n\t\t\tif(this.selectField === \"title\") {\n\t\t\t\tvalue = this.selectTitle;\n\t\t\t}\n\t\t}\n\t}\n\t// Assign it to the select element if it's different than the current value\n\tvar domNode = this.getSelectDomNode();\n\tif(domNode.value !== value) {\n\t\tdomNode.value = value;\n\t}\n};\n\n/*\nGet the DOM node of the select element\n*/\nSelectWidget.prototype.getSelectDomNode = function() {\n\treturn this.children[0].domNodes[0];\n};\n\n/*\nCompute the internal state of the widget\n*/\nSelectWidget.prototype.execute = function() {\n\t// Get our parameters\n\tthis.selectTitle = this.getAttribute(\"tiddler\",this.getVariable(\"currentTiddler\"));\n\tthis.selectField = this.getAttribute(\"field\",\"text\");\n\tthis.selectIndex = this.getAttribute(\"index\");\n\tthis.selectClass = this.getAttribute(\"class\");\n\tthis.selectDefault = this.getAttribute(\"default\");\n\t// Make the child widgets\n\tvar selectNode = {\n\t\ttype: \"element\",\n\t\ttag: \"select\",\n\t\tchildren: this.parseTreeNode.children\n\t};\n\tif(this.selectClass) {\n\t\t$tw.utils.addAttributeToParseTreeNode(selectNode,\"class\",this.selectClass);\n\t}\n\tthis.makeChildWidgets([selectNode]);\n};\n\n/*\nSelectively refreshes the widget if needed. Returns true if the widget or any of its children needed re-rendering\n*/\nSelectWidget.prototype.refresh = function(changedTiddlers) {\n\tvar changedAttributes = this.computeAttributes();\n\t// If we're using a different tiddler/field/index then completely refresh ourselves\n\tif(changedAttributes.selectTitle || changedAttributes.selectField || changedAttributes.selectIndex) {\n\t\tthis.refreshSelf();\n\t\treturn true;\n\t// If the target tiddler value has changed, just update setting and refresh the children\n\t} else {\n\t\tif(changedTiddlers[this.selectTitle]) {\n\t\t\tthis.setSelectValue();\n\t\t} \n\t\treturn this.refreshChildren(changedTiddlers);\t\t\n\t}\n};\n\nexports.select = SelectWidget;\n\n})();\n",
"title": "$:/core/modules/widgets/select.js",
"type": "application/javascript",
"module-type": "widget"
},
"$:/core/modules/widgets/set.js": {
"text": "/*\\\ntitle: $:/core/modules/widgets/set.js\ntype: application/javascript\nmodule-type: widget\n\nSet variable widget\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nvar Widget = require(\"$:/core/modules/widgets/widget.js\").widget;\n\nvar SetWidget = function(parseTreeNode,options) {\n\tthis.initialise(parseTreeNode,options);\n};\n\n/*\nInherit from the base widget class\n*/\nSetWidget.prototype = new Widget();\n\n/*\nRender this widget into the DOM\n*/\nSetWidget.prototype.render = function(parent,nextSibling) {\n\tthis.parentDomNode = parent;\n\tthis.computeAttributes();\n\tthis.execute();\n\tthis.renderChildren(parent,nextSibling);\n};\n\n/*\nCompute the internal state of the widget\n*/\nSetWidget.prototype.execute = function() {\n\t// Get our parameters\n\tthis.setName = this.getAttribute(\"name\",\"currentTiddler\");\n\tthis.setValue = this.getAttribute(\"value\");\n\t// Set context variable\n\tthis.setVariable(this.setName,this.setValue,this.parseTreeNode.params);\n\t// Construct the child widgets\n\tthis.makeChildWidgets();\n};\n\n/*\nSelectively refreshes the widget if needed. Returns true if the widget or any of its children needed re-rendering\n*/\nSetWidget.prototype.refresh = function(changedTiddlers) {\n\tvar changedAttributes = this.computeAttributes();\n\tif(changedAttributes.name || changedAttributes.value) {\n\t\tthis.refreshSelf();\n\t\treturn true;\n\t} else {\n\t\treturn this.refreshChildren(changedTiddlers);\t\t\n\t}\n};\n\nexports.setvariable = SetWidget;\nexports.set = SetWidget;\n\n})();\n",
"title": "$:/core/modules/widgets/set.js",
"type": "application/javascript",
"module-type": "widget"
},
"$:/core/modules/widgets/text.js": {
"text": "/*\\\ntitle: $:/core/modules/widgets/text.js\ntype: application/javascript\nmodule-type: widget\n\nText node widget\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nvar Widget = require(\"$:/core/modules/widgets/widget.js\").widget;\n\nvar TextNodeWidget = function(parseTreeNode,options) {\n\tthis.initialise(parseTreeNode,options);\n};\n\n/*\nInherit from the base widget class\n*/\nTextNodeWidget.prototype = new Widget();\n\n/*\nRender this widget into the DOM\n*/\nTextNodeWidget.prototype.render = function(parent,nextSibling) {\n\tthis.parentDomNode = parent;\n\tthis.computeAttributes();\n\tthis.execute();\n\tvar text = this.getAttribute(\"text\",this.parseTreeNode.text),\n\t\ttextNode = this.document.createTextNode(text);\n\tparent.insertBefore(textNode,nextSibling);\n\tthis.domNodes.push(textNode);\n};\n\n/*\nCompute the internal state of the widget\n*/\nTextNodeWidget.prototype.execute = function() {\n\t// Nothing to do for a text node\n};\n\n/*\nSelectively refreshes the widget if needed. Returns true if the widget or any of its children needed re-rendering\n*/\nTextNodeWidget.prototype.refresh = function(changedTiddlers) {\n\tvar changedAttributes = this.computeAttributes();\n\tif(changedAttributes.text) {\n\t\tthis.refreshSelf();\n\t\treturn true;\n\t} else {\n\t\treturn false;\t\n\t}\n};\n\nexports.text = TextNodeWidget;\n\n})();\n",
"title": "$:/core/modules/widgets/text.js",
"type": "application/javascript",
"module-type": "widget"
},
"$:/core/modules/widgets/tiddler.js": {
"text": "/*\\\ntitle: $:/core/modules/widgets/tiddler.js\ntype: application/javascript\nmodule-type: widget\n\nTiddler widget\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nvar Widget = require(\"$:/core/modules/widgets/widget.js\").widget;\n\nvar TiddlerWidget = function(parseTreeNode,options) {\n\tthis.initialise(parseTreeNode,options);\n};\n\n/*\nInherit from the base widget class\n*/\nTiddlerWidget.prototype = new Widget();\n\n/*\nRender this widget into the DOM\n*/\nTiddlerWidget.prototype.render = function(parent,nextSibling) {\n\tthis.parentDomNode = parent;\n\tthis.computeAttributes();\n\tthis.execute();\n\tthis.renderChildren(parent,nextSibling);\n};\n\n/*\nCompute the internal state of the widget\n*/\nTiddlerWidget.prototype.execute = function() {\n\t// Get our parameters\n\tthis.tiddlerTitle = this.getAttribute(\"tiddler\",this.getVariable(\"currentTiddler\"));\n\t// Set context variables\n\tthis.setVariable(\"currentTiddler\",this.tiddlerTitle);\n\tthis.setVariable(\"missingTiddlerClass\",(this.wiki.tiddlerExists(this.tiddlerTitle) || this.wiki.isShadowTiddler(this.tiddlerTitle)) ? \"tw-tiddler-exists\" : \"tw-tiddler-missing\");\n\tthis.setVariable(\"shadowTiddlerClass\",this.wiki.isShadowTiddler(this.tiddlerTitle) ? \"tw-tiddler-shadow\" : \"\");\n\tthis.setVariable(\"systemTiddlerClass\",this.wiki.isSystemTiddler(this.tiddlerTitle) ? \"tw-tiddler-system\" : \"\");\n\t// Construct the child widgets\n\tthis.makeChildWidgets();\n};\n\n/*\nSelectively refreshes the widget if needed. Returns true if the widget or any of its children needed re-rendering\n*/\nTiddlerWidget.prototype.refresh = function(changedTiddlers) {\n\tvar changedAttributes = this.computeAttributes();\n\tif(changedAttributes.tiddler) {\n\t\tthis.refreshSelf();\n\t\treturn true;\n\t} else {\n\t\treturn this.refreshChildren(changedTiddlers);\t\t\n\t}\n};\n\nexports.tiddler = TiddlerWidget;\n\n})();\n",
"title": "$:/core/modules/widgets/tiddler.js",
"type": "application/javascript",
"module-type": "widget"
},
"$:/core/modules/widgets/transclude.js": {
"text": "/*\\\ntitle: $:/core/modules/widgets/transclude.js\ntype: application/javascript\nmodule-type: widget\n\nTransclude widget\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nvar Widget = require(\"$:/core/modules/widgets/widget.js\").widget;\n\nvar TranscludeWidget = function(parseTreeNode,options) {\n\tthis.initialise(parseTreeNode,options);\n};\n\n/*\nInherit from the base widget class\n*/\nTranscludeWidget.prototype = new Widget();\n\n/*\nRender this widget into the DOM\n*/\nTranscludeWidget.prototype.render = function(parent,nextSibling) {\n\tthis.parentDomNode = parent;\n\tthis.computeAttributes();\n\tthis.execute();\n\tthis.renderChildren(parent,nextSibling);\n};\n\n/*\nCompute the internal state of the widget\n*/\nTranscludeWidget.prototype.execute = function() {\n\t// Get our parameters\n\tthis.transcludeTitle = this.getAttribute(\"tiddler\",this.getVariable(\"currentTiddler\"));\n\tthis.transcludeField = this.getAttribute(\"field\");\n\tthis.transcludeIndex = this.getAttribute(\"index\");\n\tthis.transcludeMode = this.getAttribute(\"mode\");\n\t// Check for recursion\n\tvar recursionMarker = this.makeRecursionMarker();\n\tif(this.parentWidget && this.parentWidget.hasVariable(\"transclusion\",recursionMarker)) {\n\t\tthis.makeChildWidgets([{type: \"text\", text: \"Recursive transclusion error in transclude widget\"}]);\n\t\treturn;\n\t}\n\t// Set context variables for recursion detection\n\tthis.setVariable(\"transclusion\",recursionMarker);\n\t// Parse the text reference\n\tvar parseAsInline = !this.parseTreeNode.isBlock;\n\tif(this.transcludeMode === \"inline\") {\n\t\tparseAsInline = true;\n\t} else if(this.transcludeMode === \"block\") {\n\t\tparseAsInline = false;\n\t}\n\tvar parser = this.wiki.parseTextReference(\n\t\t\t\t\t\tthis.transcludeTitle,\n\t\t\t\t\t\tthis.transcludeField,\n\t\t\t\t\t\tthis.transcludeIndex,\n\t\t\t\t\t\t{parseAsInline: parseAsInline}),\n\t\tparseTreeNodes = parser ? parser.tree : this.parseTreeNode.children;\n\t// Construct the child widgets\n\tthis.makeChildWidgets(parseTreeNodes);\n};\n\n/*\nCompose a string comprising the title, field and/or index to identify this transclusion for recursion detection\n*/\nTranscludeWidget.prototype.makeRecursionMarker = function() {\n\tvar output = [];\n\toutput.push(\"{\");\n\toutput.push(this.getVariable(\"currentTiddler\",{defaultValue: \"\"}));\n\toutput.push(\"|\");\n\toutput.push(this.transcludeTitle || \"\");\n\toutput.push(\"|\");\n\toutput.push(this.transcludeField || \"\");\n\toutput.push(\"|\");\n\toutput.push(this.transcludeIndex || \"\");\n\toutput.push(\"}\");\n\treturn output.join(\"\");\n};\n\n/*\nSelectively refreshes the widget if needed. Returns true if the widget or any of its children needed re-rendering\n*/\nTranscludeWidget.prototype.refresh = function(changedTiddlers) {\n\tvar changedAttributes = this.computeAttributes();\n\tif(changedAttributes.tiddler || changedAttributes.field || changedAttributes.index || changedTiddlers[this.transcludeTitle]) {\n\t\tthis.refreshSelf();\n\t\treturn true;\n\t} else {\n\t\treturn this.refreshChildren(changedTiddlers);\t\t\n\t}\n};\n\nexports.transclude = TranscludeWidget;\n\n})();\n",
"title": "$:/core/modules/widgets/transclude.js",
"type": "application/javascript",
"module-type": "widget"
},
"$:/core/modules/widgets/view.js": {
"text": "/*\\\ntitle: $:/core/modules/widgets/view.js\ntype: application/javascript\nmodule-type: widget\n\nView widget\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nvar Widget = require(\"$:/core/modules/widgets/widget.js\").widget;\n\nvar ViewWidget = function(parseTreeNode,options) {\n\tthis.initialise(parseTreeNode,options);\n};\n\n/*\nInherit from the base widget class\n*/\nViewWidget.prototype = new Widget();\n\n/*\nRender this widget into the DOM\n*/\nViewWidget.prototype.render = function(parent,nextSibling) {\n\tthis.parentDomNode = parent;\n\tthis.computeAttributes();\n\tthis.execute();\n\tif(this.text) {\n\t\tvar textNode = this.document.createTextNode(this.text);\n\t\tparent.insertBefore(textNode,nextSibling);\n\t\tthis.domNodes.push(textNode);\n\t} else {\n\t\tthis.makeChildWidgets();\n\t\tthis.renderChildren(parent,nextSibling);\n\t}\n};\n\n/*\nCompute the internal state of the widget\n*/\nViewWidget.prototype.execute = function() {\n\t// Get parameters from our attributes\n\tthis.viewTitle = this.getAttribute(\"tiddler\",this.getVariable(\"currentTiddler\"));\n\tthis.viewField = this.getAttribute(\"field\",\"text\");\n\tthis.viewIndex = this.getAttribute(\"index\");\n\tthis.viewFormat = this.getAttribute(\"format\",\"text\");\n\tthis.viewTemplate = this.getAttribute(\"template\",\"\");\n\tswitch(this.viewFormat) {\n\t\tcase \"htmlwikified\":\n\t\t\tthis.text = this.getValueAsHtmlWikified();\n\t\t\tbreak;\n\t\tcase \"htmlencoded\":\n\t\t\tthis.text = this.getValueAsHtmlEncoded();\n\t\t\tbreak;\n\t\tcase \"urlencoded\":\n\t\t\tthis.text = this.getValueAsUrlEncoded();\n\t\t\tbreak;\n\t\tcase \"doubleurlencoded\":\n\t\t\tthis.text = this.getValueAsDoubleUrlEncoded();\n\t\t\tbreak;\n\t\tcase \"date\":\n\t\t\tthis.text = this.getValueAsDate(this.viewTemplate);\n\t\t\tbreak;\n\t\tcase \"relativedate\":\n\t\t\tthis.text = this.getValueAsRelativeDate();\n\t\t\tbreak;\n\t\tcase \"stripcomments\":\n\t\t\tthis.text = this.getValueAsStrippedComments();\n\t\t\tbreak;\n\t\tcase \"jsencoded\":\n\t\t\tthis.text = this.getValueAsJsEncoded();\n\t\t\tbreak;\n\t\tdefault: // \"text\"\n\t\t\tthis.text = this.getValueAsText();\n\t\t\tbreak;\n\t}\n};\n\n/*\nThe various formatter functions are baked into this widget for the moment. Eventually they will be replaced by macro functions\n*/\n\n/*\nRetrieve the value of the widget. Options are:\nasString: Optionally return the value as a string\n*/\nViewWidget.prototype.getValue = function(options) {\n\toptions = options || {};\n\tvar value = options.asString ? \"\" : undefined;\n\tif(this.viewIndex) {\n\t\tvalue = this.wiki.extractTiddlerDataItem(this.viewTitle,this.viewIndex);\n\t} else {\n\t\tvar tiddler = this.wiki.getTiddler(this.viewTitle);\n\t\tif(tiddler) {\n\t\t\tif(this.viewField === \"text\") {\n\t\t\t\t// Calling getTiddlerText() triggers lazy loading of skinny tiddlers\n\t\t\t\tvalue = this.wiki.getTiddlerText(this.viewTitle);\n\t\t\t} else {\n\t\t\t\tif($tw.utils.hop(tiddler.fields,this.viewField)) {\n\t\t\t\t\tif(options.asString) {\n\t\t\t\t\t\tvalue = tiddler.getFieldString(this.viewField);\n\t\t\t\t\t} else {\n\t\t\t\t\t\tvalue = tiddler.fields[this.viewField];\t\t\t\t\n\t\t\t\t\t}\n\t\t\t\t}\n\t\t\t}\n\t\t} else {\n\t\t\tif(this.viewField === \"title\") {\n\t\t\t\tvalue = this.viewTitle;\n\t\t\t}\n\t\t}\n\t}\n\treturn value;\n};\n\nViewWidget.prototype.getValueAsText = function() {\n\treturn this.getValue({asString: true});\n};\n\nViewWidget.prototype.getValueAsHtmlWikified = function() {\n\treturn this.wiki.renderText(\"text/html\",\"text/vnd.tiddlywiki\",this.getValueAsText(),{parentWidget: this});\n};\n\nViewWidget.prototype.getValueAsHtmlEncoded = function() {\n\treturn $tw.utils.htmlEncode(this.getValueAsText());\n};\n\nViewWidget.prototype.getValueAsUrlEncoded = function() {\n\treturn encodeURIComponent(this.getValueAsText());\n};\n\nViewWidget.prototype.getValueAsDoubleUrlEncoded = function() {\n\treturn encodeURIComponent(encodeURIComponent(this.getValueAsText()));\n};\n\nViewWidget.prototype.getValueAsDate = function(format) {\n\tformat = format || \"YYYY MM DD 0hh:0mm\";\n\tvar value = $tw.utils.parseDate(this.getValue());\n\tif(value && $tw.utils.isDate(value) && value.toString() !== \"Invalid Date\") {\n\t\treturn $tw.utils.formatDateString(value,format);\n\t} else {\n\t\treturn \"\";\n\t}\n};\n\nViewWidget.prototype.getValueAsRelativeDate = function(format) {\n\tvar value = $tw.utils.parseDate(this.getValue());\n\tif(value && $tw.utils.isDate(value) && value.toString() !== \"Invalid Date\") {\n\t\treturn $tw.utils.getRelativeDate((new Date()) - (new Date(value))).description;\n\t} else {\n\t\treturn \"\";\n\t}\n};\n\nViewWidget.prototype.getValueAsStrippedComments = function() {\n\tvar lines = this.getValueAsText().split(\"\\n\"),\n\t\tout = [];\n\tfor(var line=0; line<lines.length; line++) {\n\t\tvar text = lines[line];\n\t\tif(!/^\\s*\\/\\/#/.test(text)) {\n\t\t\tout.push(text);\n\t\t}\n\t}\n\treturn out.join(\"\\n\");\n};\n\nViewWidget.prototype.getValueAsJsEncoded = function() {\n\treturn $tw.utils.stringify(this.getValueAsText());\n};\n\n/*\nSelectively refreshes the widget if needed. Returns true if the widget or any of its children needed re-rendering\n*/\nViewWidget.prototype.refresh = function(changedTiddlers) {\n\tvar changedAttributes = this.computeAttributes();\n\tif(changedAttributes.tiddler || changedAttributes.field || changedAttributes.index || changedAttributes.template || changedAttributes.format || changedTiddlers[this.viewTitle]) {\n\t\tthis.refreshSelf();\n\t\treturn true;\n\t} else {\n\t\treturn false;\t\n\t}\n};\n\nexports.view = ViewWidget;\n\n})();\n",
"title": "$:/core/modules/widgets/view.js",
"type": "application/javascript",
"module-type": "widget"
},
"$:/core/modules/widgets/widget.js": {
"text": "/*\\\ntitle: $:/core/modules/widgets/widget.js\ntype: application/javascript\nmodule-type: widget\n\nWidget base class\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nCreate a widget object for a parse tree node\n\tparseTreeNode: reference to the parse tree node to be rendered\n\toptions: see below\nOptions include:\n\twiki: mandatory reference to wiki associated with this render tree\n\tvariables: optional hashmap of context variables (see below)\n\tparentWidget: optional reference to a parent renderer node for the context chain\n\tdocument: optional document object to use instead of global document\nContext variables include:\n\tcurrentTiddler: title of the tiddler providing the context\n*/\nvar Widget = function(parseTreeNode,options) {\n\tif(arguments.length > 0) {\n\t\tthis.initialise(parseTreeNode,options);\n\t}\n};\n\n/*\nInitialise widget properties. These steps are pulled out of the constructor so that we can reuse them in subclasses\n*/\nWidget.prototype.initialise = function(parseTreeNode,options) {\n\toptions = options || {};\n\t// Save widget info\n\tthis.parseTreeNode = parseTreeNode;\n\tthis.wiki = options.wiki;\n\tthis.parentWidget = options.parentWidget;\n\tthis.variablesConstructor = function() {};\n\tthis.variablesConstructor.prototype = this.parentWidget ? this.parentWidget.variables : {};\n\tthis.variables = new this.variablesConstructor();\n\tthis.document = options.document;\n\tthis.attributes = {};\n\tthis.children = [];\n\tthis.domNodes = [];\n\tthis.eventListeners = {};\n\t// Hashmap of the widget classes\n\tif(!this.widgetClasses) {\n\t\tWidget.prototype.widgetClasses = $tw.modules.applyMethods(\"widget\");\n\t}\n};\n\n/*\nRender this widget into the DOM\n*/\nWidget.prototype.render = function(parent,nextSibling) {\n\tthis.parentDomNode = parent;\n\tthis.execute();\n\tthis.renderChildren(parent,nextSibling);\n};\n\n/*\nCompute the internal state of the widget\n*/\nWidget.prototype.execute = function() {\n\tthis.makeChildWidgets();\n};\n\n/*\nSet the value of a context variable\nname: name of the variable\nvalue: value of the variable\nparams: array of {name:, default:} for each parameter\n*/\nWidget.prototype.setVariable = function(name,value,params) {\n\tthis.variables[name] = {value: value, params: params};\n};\n\n/*\nGet the prevailing value of a context variable\nname: name of variable\noptions: see below\nOptions include\nparams: array of {name:, value:} for each parameter\ndefaultValue: default value if the variable is not defined\n*/\nWidget.prototype.getVariable = function(name,options) {\n\toptions = options || {};\n\tvar actualParams = options.params || [],\n\t\tparentWidget = this.parentWidget;\n\t// Check for the variable defined in the parent widget (or an ancestor in the prototype chain)\n\tif(parentWidget && name in parentWidget.variables) {\n\t\tvar variable = parentWidget.variables[name],\n\t\t\tvalue = variable.value;\n\t\t// Substitute any parameters specified in the definition\n\t\tvalue = this.substituteVariableParameters(value,variable.params,actualParams);\n\t\tvalue = this.substituteVariableReferences(value);\n\t\treturn value;\n\t}\n\t// If the variable doesn't exist in the parent widget then look for a macro module\n\treturn this.evaluateMacroModule(name,actualParams,options.defaultValue);\n};\n\nWidget.prototype.substituteVariableParameters = function(text,formalParams,actualParams) {\n\tif(formalParams) {\n\t\tvar nextAnonParameter = 0, // Next candidate anonymous parameter in macro call\n\t\t\tparamInfo, paramValue;\n\t\t// Step through each of the parameters in the macro definition\n\t\tfor(var p=0; p<formalParams.length; p++) {\n\t\t\t// Check if we've got a macro call parameter with the same name\n\t\t\tparamInfo = formalParams[p];\n\t\t\tparamValue = undefined;\n\t\t\tfor(var m=0; m<actualParams.length; m++) {\n\t\t\t\tif(actualParams[m].name === paramInfo.name) {\n\t\t\t\t\tparamValue = actualParams[m].value;\n\t\t\t\t}\n\t\t\t}\n\t\t\t// If not, use the next available anonymous macro call parameter\n\t\t\twhile(nextAnonParameter < actualParams.length && actualParams[nextAnonParameter].name) {\n\t\t\t\tnextAnonParameter++;\n\t\t\t}\n\t\t\tif(paramValue === undefined && nextAnonParameter < actualParams.length) {\n\t\t\t\tparamValue = actualParams[nextAnonParameter++].value;\n\t\t\t}\n\t\t\t// If we've still not got a value, use the default, if any\n\t\t\tparamValue = paramValue || paramInfo[\"default\"] || \"\";\n\t\t\t// Replace any instances of this parameter\n\t\t\ttext = text.replace(new RegExp(\"\\\\$\" + $tw.utils.escapeRegExp(paramInfo.name) + \"\\\\$\",\"mg\"),paramValue);\n\t\t}\n\t}\n\treturn text;\n};\n\nWidget.prototype.substituteVariableReferences = function(text) {\n\tvar self = this;\n\treturn text.replace(/\\$\\(([^\\)\\$]+)\\)\\$/g,function(match,p1,offset,string) {\n\t\treturn self.getVariable(p1,{defaultValue: \"\"});\n\t});\n};\n\nWidget.prototype.evaluateMacroModule = function(name,actualParams,defaultValue) {\n\tif($tw.utils.hop($tw.macros,name)) {\n\t\tvar macro = $tw.macros[name],\n\t\t\targs = [];\n\t\tif(macro.params.length > 0) {\n\t\t\tvar nextAnonParameter = 0, // Next candidate anonymous parameter in macro call\n\t\t\t\tparamInfo, paramValue;\n\t\t\t// Step through each of the parameters in the macro definition\n\t\t\tfor(var p=0; p<macro.params.length; p++) {\n\t\t\t\t// Check if we've got a macro call parameter with the same name\n\t\t\t\tparamInfo = macro.params[p];\n\t\t\t\tparamValue = undefined;\n\t\t\t\tfor(var m=0; m<actualParams.length; m++) {\n\t\t\t\t\tif(actualParams[m].name === paramInfo.name) {\n\t\t\t\t\t\tparamValue = actualParams[m].value;\n\t\t\t\t\t}\n\t\t\t\t}\n\t\t\t\t// If not, use the next available anonymous macro call parameter\n\t\t\t\twhile(nextAnonParameter < actualParams.length && actualParams[nextAnonParameter].name) {\n\t\t\t\t\tnextAnonParameter++;\n\t\t\t\t}\n\t\t\t\tif(paramValue === undefined && nextAnonParameter < actualParams.length) {\n\t\t\t\t\tparamValue = actualParams[nextAnonParameter++].value;\n\t\t\t\t}\n\t\t\t\t// If we've still not got a value, use the default, if any\n\t\t\t\tparamValue = paramValue || paramInfo[\"default\"] || \"\";\n\t\t\t\t// Save the parameter\n\t\t\t\targs.push(paramValue);\n\t\t\t}\n\t\t}\n\t\telse for(var i=0; i<actualParams.length; ++i) {\n\t\t\targs.push(actualParams[i].value);\n\t\t}\n\t\treturn macro.run.apply(this,args)\n\t} else {\n\t\treturn defaultValue;\n\t}\n};\n\n/*\nCheck whether a given context variable value exists in the parent chain\n*/\nWidget.prototype.hasVariable = function(name,value) {\n\tvar node = this;\n\twhile(node) {\n\t\tif($tw.utils.hop(node.variables,name) && node.variables[name].value === value) {\n\t\t\treturn true;\n\t\t}\n\t\tnode = node.parentWidget;\n\t}\n\treturn false;\n};\n\n/*\nConstruct a qualifying string based on a hash of concatenating the values of a given variable in the parent chain\n*/\nWidget.prototype.getStateQualifier = function(name) {\n\tname = name || \"transclusion\";\n\tvar output = [],\n\t\tnode = this;\n\twhile(node && node.parentWidget) {\n\t\tif($tw.utils.hop(node.parentWidget.variables,name)) {\n\t\t\toutput.push(node.getVariable(name));\n\t\t}\n\t\tnode = node.parentWidget;\n\t}\n\treturn \"{\" + $tw.utils.hashString(output.join(\"\")) + \"}\";\n};\n\n/*\nCompute the current values of the attributes of the widget. Returns a hashmap of the names of the attributes that have changed\n*/\nWidget.prototype.computeAttributes = function() {\n\tvar changedAttributes = {},\n\t\tself = this,\n\t\tvalue;\n\t$tw.utils.each(this.parseTreeNode.attributes,function(attribute,name) {\n\t\tif(attribute.type === \"indirect\") {\n\t\t\tvalue = self.wiki.getTextReference(attribute.textReference,\"\",self.getVariable(\"currentTiddler\"));\n\t\t} else if(attribute.type === \"macro\") {\n\t\t\tvalue = self.getVariable(attribute.value.name,{params: attribute.value.params});\n\t\t} else { // String attribute\n\t\t\tvalue = attribute.value;\n\t\t}\n\t\t// Check whether the attribute has changed\n\t\tif(self.attributes[name] !== value) {\n\t\t\tself.attributes[name] = value;\n\t\t\tchangedAttributes[name] = true;\n\t\t}\n\t});\n\treturn changedAttributes;\n};\n\n/*\nCheck for the presence of an attribute\n*/\nWidget.prototype.hasAttribute = function(name) {\n\treturn $tw.utils.hop(this.attributes,name);\n};\n\n/*\nGet the value of an attribute\n*/\nWidget.prototype.getAttribute = function(name,defaultText) {\n\tif($tw.utils.hop(this.attributes,name)) {\n\t\treturn this.attributes[name];\n\t} else {\n\t\treturn defaultText;\n\t}\n};\n\n/*\nAssign the computed attributes of the widget to a domNode\noptions include:\nexcludeEventAttributes: ignores attributes whose name begins with \"on\"\n*/\nWidget.prototype.assignAttributes = function(domNode,options) {\n\toptions = options || {};\n\tvar self = this;\n\t$tw.utils.each(this.attributes,function(v,a) {\n\t\t// Check exclusions\n\t\tif(options.excludeEventAttributes && a.substr(0,2) === \"on\") {\n\t\t\tv = undefined;\n\t\t}\n\t\tif(v !== undefined) {\n\t\t\t// Setting certain attributes can cause a DOM error (eg xmlns on the svg element)\n\t\t\ttry {\n\t\t\t\tdomNode.setAttributeNS(null,a,v);\n\t\t\t} catch(e) {\n\t\t\t}\n\t\t}\n\t});\n};\n\n/*\nMake child widgets correspondng to specified parseTreeNodes\n*/\nWidget.prototype.makeChildWidgets = function(parseTreeNodes) {\n\tthis.children = [];\n\tvar self = this;\n\t$tw.utils.each(parseTreeNodes || (this.parseTreeNode && this.parseTreeNode.children),function(childNode) {\n\t\tself.children.push(self.makeChildWidget(childNode));\n\t});\n};\n\n/*\nConstruct the widget object for a parse tree node\n*/\nWidget.prototype.makeChildWidget = function(parseTreeNode) {\n\tvar WidgetClass = this.widgetClasses[parseTreeNode.type];\n\tif(!WidgetClass) {\n\t\tWidgetClass = this.widgetClasses[\"text\"];\n\t\tparseTreeNode = {type: \"text\", text: \"Undefined widget '\" + parseTreeNode.type + \"'\"};\n\t}\n\treturn new WidgetClass(parseTreeNode,{\n\t\twiki: this.wiki,\n\t\tvariables: {},\n\t\tparentWidget: this,\n\t\tdocument: this.document\n\t});\n};\n\n/*\nGet the next sibling of this widget\n*/\nWidget.prototype.nextSibling = function() {\n\tif(this.parentWidget) {\n\t\tvar index = this.parentWidget.children.indexOf(this);\n\t\tif(index !== -1 && index < this.parentWidget.children.length-1) {\n\t\t\treturn this.parentWidget.children[index+1];\n\t\t}\n\t}\n\treturn null;\n};\n\n/*\nGet the previous sibling of this widget\n*/\nWidget.prototype.previousSibling = function() {\n\tif(this.parentWidget) {\n\t\tvar index = this.parentWidget.children.indexOf(this);\n\t\tif(index !== -1 && index > 0) {\n\t\t\treturn this.parentWidget.children[index-1];\n\t\t}\n\t}\n\treturn null;\n};\n\n/*\nRender the children of this widget into the DOM\n*/\nWidget.prototype.renderChildren = function(parent,nextSibling) {\n\t$tw.utils.each(this.children,function(childWidget) {\n\t\tchildWidget.render(parent,nextSibling);\n\t});\n};\n\n/*\nAdd a list of event listeners from an array [{type:,handler:},...]\n*/\nWidget.prototype.addEventListeners = function(listeners) {\n\tvar self = this;\n\t$tw.utils.each(listeners,function(listenerInfo) {\n\t\tself.addEventListener(listenerInfo.type,listenerInfo.handler);\n\t});\n};\n\n/*\nAdd an event listener\n*/\nWidget.prototype.addEventListener = function(type,handler) {\n\tvar self = this;\n\tif(typeof handler === \"string\") { // The handler is a method name on this widget\n\t\tthis.eventListeners[type] = function(event) {\n\t\t\treturn self[handler].call(self,event);\n\t\t};\n\t} else { // The handler is a function\n\t\tthis.eventListeners[type] = function(event) {\n\t\t\treturn handler.call(self,event);\n\t\t}\n\n\t}\n};\n\n/*\nDispatch an event to a widget. If the widget doesn't handle the event then it is also dispatched to the parent widget\n*/\nWidget.prototype.dispatchEvent = function(event) {\n\t// Dispatch the event if this widget handles it\n\tvar listener = this.eventListeners[event.type];\n\tif(listener) {\n\t\t// Don't propagate the event if the listener returned false\n\t\tif(!listener(event)) {\n\t\t\treturn false;\n\t\t}\n\t}\n\t// Dispatch the event to the parent widget\n\tif(this.parentWidget) {\n\t\treturn this.parentWidget.dispatchEvent(event);\n\t}\n\treturn true;\n};\n\n/*\nSelectively refreshes the widget if needed. Returns true if the widget or any of its children needed re-rendering\n*/\nWidget.prototype.refresh = function(changedTiddlers) {\n\treturn this.refreshChildren(changedTiddlers);\n};\n\n/*\nRebuild a previously rendered widget\n*/\nWidget.prototype.refreshSelf = function() {\n\tvar nextSibling = this.findNextSiblingDomNode();\n\tthis.removeChildDomNodes();\n\tthis.render(this.parentDomNode,nextSibling);\n};\n\n/*\nRefresh all the children of a widget\n*/\nWidget.prototype.refreshChildren = function(changedTiddlers) {\n\tvar self = this,\n\t\trefreshed = false;\n\t$tw.utils.each(this.children,function(childWidget) {\n\t\trefreshed = childWidget.refresh(changedTiddlers) || refreshed;\n\t});\n\treturn refreshed;\n};\n\n/*\nFind the next sibling in the DOM to this widget. This is done by scanning the widget tree through all next siblings and their descendents that share the same parent DOM node\n*/\nWidget.prototype.findNextSiblingDomNode = function(startIndex) {\n\t// Refer to this widget by its index within its parents children\n\tvar parent = this.parentWidget,\n\t\tindex = startIndex !== undefined ? startIndex : parent.children.indexOf(this);\nif(index === -1) {\n\tthrow \"node not found in parents children\";\n}\n\t// Look for a DOM node in the later siblings\n\twhile(++index < parent.children.length) {\n\t\tvar domNode = parent.children[index].findFirstDomNode();\n\t\tif(domNode) {\n\t\t\treturn domNode;\n\t\t}\n\t}\n\t// Go back and look for later siblings of our parent if it has the same parent dom node\n\tvar grandParent = parent.parentWidget;\n\tif(grandParent && parent.parentDomNode === this.parentDomNode) {\n\t\tindex = grandParent.children.indexOf(parent);\n\t\treturn parent.findNextSiblingDomNode(index);\n\t}\n\treturn null;\n};\n\n/*\nFind the first DOM node generated by a widget or its children\n*/\nWidget.prototype.findFirstDomNode = function() {\n\t// Return the first dom node of this widget, if we've got one\n\tif(this.domNodes.length > 0) {\n\t\treturn this.domNodes[0];\n\t}\n\t// Otherwise, recursively call our children\n\tfor(var t=0; t<this.children.length; t++) {\n\t\tvar domNode = this.children[t].findFirstDomNode();\n\t\tif(domNode) {\n\t\t\treturn domNode;\n\t\t}\n\t}\n\treturn null;\n};\n\n/*\nRemove any DOM nodes created by this widget or its children\n*/\nWidget.prototype.removeChildDomNodes = function() {\n\t// If this widget has directly created DOM nodes, delete them and exit. This assumes that any child widgets are contained within the created DOM nodes, which would normally be the case\n\tif(this.domNodes.length > 0) {\n\t\t$tw.utils.each(this.domNodes,function(domNode) {\n\t\t\tdomNode.parentNode.removeChild(domNode);\n\t\t});\n\t\tthis.domNodes = [];\n\t} else {\n\t\t// Otherwise, ask the child widgets to delete their DOM nodes\n\t\t$tw.utils.each(this.children,function(childWidget) {\n\t\t\tchildWidget.removeChildDomNodes();\n\t\t});\n\t}\n};\n\nexports.widget = Widget;\n\n})();\n",
"title": "$:/core/modules/widgets/widget.js",
"type": "application/javascript",
"module-type": "widget"
},
"$:/core/modules/wiki.js": {
"text": "/*\\\ntitle: $:/core/modules/wiki.js\ntype: application/javascript\nmodule-type: wikimethod\n\nExtension methods for the $tw.Wiki object\n\nAdds the following properties to the wiki object:\n\n* `eventListeners` is a hashmap by type of arrays of listener functions\n* `changedTiddlers` is a hashmap describing changes to named tiddlers since wiki change events were last dispatched. Each entry is a hashmap containing two fields:\n\tmodified: true/false\n\tdeleted: true/false\n* `changeCount` is a hashmap by tiddler title containing a numerical index that starts at zero and is incremented each time a tiddler is created changed or deleted\n* `caches` is a hashmap by tiddler title containing a further hashmap of named cache objects. Caches are automatically cleared when a tiddler is modified or deleted\n* `globalCache` is a hashmap by cache name of cache objects that are cleared whenever any tiddler change occurs\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nvar widget = require(\"$:/core/modules/widgets/widget.js\");\n\nvar USER_NAME_TITLE = \"$:/status/UserName\";\n\n/*\nGet the value of a text reference. Text references can have any of these forms:\n\t<tiddlertitle>\n\t<tiddlertitle>!!<fieldname>\n\t!!<fieldname> - specifies a field of the current tiddlers\n\t<tiddlertitle>##<index>\n*/\nexports.getTextReference = function(textRef,defaultText,currTiddlerTitle) {\n\tvar tr = $tw.utils.parseTextReference(textRef),\n\t\ttitle = tr.title || currTiddlerTitle;\n\tif(tr.field) {\n\t\tvar tiddler = this.getTiddler(title);\n\t\tif(tr.field === \"title\") { // Special case so we can return the title of a non-existent tiddler\n\t\t\treturn title;\n\t\t} else if(tiddler && $tw.utils.hop(tiddler.fields,tr.field)) {\n\t\t\treturn tiddler.getFieldString(tr.field);\n\t\t} else {\n\t\t\treturn defaultText;\n\t\t}\n\t} else if(tr.index) {\n\t\treturn this.extractTiddlerDataItem(title,tr.index,defaultText);\n\t} else {\n\t\treturn this.getTiddlerText(title,defaultText);\n\t}\n};\n\nexports.setTextReference = function(textRef,value,currTiddlerTitle) {\n\tvar tr = $tw.utils.parseTextReference(textRef),\n\t\ttitle = tr.title || currTiddlerTitle;\n\tthis.setText(title,tr.field,tr.index,value);\n};\n\nexports.setText = function(title,field,index,value) {\n\t// Check if it is a reference to a tiddler field\n\tif(index) {\n\t\tvar data = this.getTiddlerData(title,Object.create(null));\n\t\tdata[index] = value;\n\t\tthis.setTiddlerData(title,data,this.getModificationFields());\n\t} else {\n\t\tvar tiddler = this.getTiddler(title),\n\t\t\tfields = {title: title};\n\t\tfields[field || \"text\"] = value;\n\t\tthis.addTiddler(new $tw.Tiddler(tiddler,fields,this.getModificationFields()));\n\t}\n};\n\nexports.deleteTextReference = function(textRef,currTiddlerTitle) {\n\tvar tr = $tw.utils.parseTextReference(textRef),\n\t\ttitle,tiddler,fields;\n\t// Check if it is a reference to a tiddler\n\tif(tr.title && !tr.field) {\n\t\tthis.deleteTiddler(tr.title);\n\t// Else check for a field reference\n\t} else if(tr.field) {\n\t\ttitle = tr.title || currTiddlerTitle;\n\t\ttiddler = this.getTiddler(title);\n\t\tif(tiddler && $tw.utils.hop(tiddler.fields,tr.field)) {\n\t\t\tfields = Object.create(null);\n\t\t\tfields[tr.field] = undefined;\n\t\t\tthis.addTiddler(new $tw.Tiddler(tiddler,fields,this.getModificationFields()));\n\t\t}\n\t}\n};\n\nexports.addEventListener = function(type,listener) {\n\tthis.eventListeners = this.eventListeners || {};\n\tthis.eventListeners[type] = this.eventListeners[type] || [];\n\tthis.eventListeners[type].push(listener);\t\n};\n\nexports.removeEventListener = function(type,listener) {\n\tvar listeners = this.eventListeners[type];\n\tif(listeners) {\n\t\tvar p = listeners.indexOf(listener);\n\t\tif(p !== -1) {\n\t\t\tlisteners.splice(p,1);\n\t\t}\n\t}\n};\n\nexports.dispatchEvent = function(type /*, args */) {\n\tvar args = Array.prototype.slice.call(arguments,1),\n\t\tlisteners = this.eventListeners[type];\n\tif(listeners) {\n\t\tfor(var p=0; p<listeners.length; p++) {\n\t\t\tvar listener = listeners[p];\n\t\t\tlistener.apply(listener,args);\n\t\t}\n\t}\n};\n\n/*\nCauses a tiddler to be marked as changed, incrementing the change count, and triggers event handlers.\nThis method should be called after the changes it describes have been made to the wiki.tiddlers[] array.\n\ttitle: Title of tiddler\n\tisDeleted: defaults to false (meaning the tiddler has been created or modified),\n\t\ttrue if the tiddler has been deleted\n*/\nexports.enqueueTiddlerEvent = function(title,isDeleted) {\n\t// Record the touch in the list of changed tiddlers\n\tthis.changedTiddlers = this.changedTiddlers || Object.create(null);\n\tthis.changedTiddlers[title] = this.changedTiddlers[title] || Object.create(null);\n\tthis.changedTiddlers[title][isDeleted ? \"deleted\" : \"modified\"] = true;\n\t// Increment the change count\n\tthis.changeCount = this.changeCount || Object.create(null);\n\tif($tw.utils.hop(this.changeCount,title)) {\n\t\tthis.changeCount[title]++;\n\t} else {\n\t\tthis.changeCount[title] = 1;\n\t}\n\t// Trigger events\n\tthis.eventListeners = this.eventListeners || [];\n\tif(!this.eventsTriggered) {\n\t\tvar self = this;\n\t\t$tw.utils.nextTick(function() {\n\t\t\tvar changes = self.changedTiddlers;\n\t\t\tself.changedTiddlers = Object.create(null);\n\t\t\tself.eventsTriggered = false;\n\t\t\tif($tw.utils.count(changes) > 0) {\n\t\t\t\tself.dispatchEvent(\"change\",changes);\n\t\t\t}\n\t\t});\n\t\tthis.eventsTriggered = true;\n\t}\n};\n\nexports.clearTiddlerEventQueue = function() {\n\tthis.changedTiddlers = Object.create(null);\n\tthis.changeCount = Object.create(null)\n};\n\nexports.getChangeCount = function(title) {\n\tthis.changeCount = this.changeCount || Object.create(null);\n\tif($tw.utils.hop(this.changeCount,title)) {\n\t\treturn this.changeCount[title];\n\t} else {\n\t\treturn 0;\n\t}\n};\n\n/*\nGenerate an unused title from the specified base\n*/\nexports.generateNewTitle = function(baseTitle,options) {\n\toptions = options || {};\n\tvar c = 0,\n\t title = baseTitle;\n\twhile(this.tiddlerExists(title) || this.isShadowTiddler(title)) {\n\t\ttitle = baseTitle + \n\t\t\t(options.prefix || \" \") + \n\t\t\t(++c);\n\t};\n\treturn title;\n};\n\nexports.isSystemTiddler = function(title) {\n\treturn title.indexOf(\"$:/\") === 0;\n};\n\nexports.isTemporaryTiddler = function(title) {\n\treturn title.indexOf(\"$:/temp/\") === 0;\n};\n\nexports.isImageTiddler = function(title) {\n\tvar tiddler = this.getTiddler(title);\n\tif(tiddler) {\t\t\n\t\tvar contentTypeInfo = $tw.config.contentTypeInfo[tiddler.fields.type || \"text/vnd.tiddlywiki\"];\n\t\treturn !!contentTypeInfo && contentTypeInfo.flags.indexOf(\"image\") !== -1;\n\t} else {\n\t\treturn null;\n\t}\n};\n\n/*\nLike addTiddler() except it will silently reject any plugin tiddlers that are older than the currently loaded version. Returns true if the tiddler was imported\n*/\nexports.importTiddler = function(tiddler) {\n\tvar existingTiddler = this.getTiddler(tiddler.fields.title);\n\t// Check if we're dealing with a plugin\n\tif(tiddler && tiddler.hasField(\"plugin-type\") && tiddler.hasField(\"version\") && existingTiddler && existingTiddler.hasField(\"plugin-type\") && existingTiddler.hasField(\"version\")) {\n\t\t// Reject the incoming plugin if it is older\n\t\tif($tw.utils.checkVersions(existingTiddler.fields.version,tiddler.fields.version)) {\n\t\t\treturn false;\n\t\t}\n\t}\n\t// Fall through to adding the tiddler\n\tthis.addTiddler(tiddler);\n\treturn true;\n};\n\n/*\nReturn a hashmap of the fields that should be set when a tiddler is created\n*/\nexports.getCreationFields = function() {\n\tvar fields = {\n\t\t\tcreated: new Date()\n\t\t},\n\t\tcreator = this.getTiddlerText(USER_NAME_TITLE);\n\tif(creator) {\n\t\tfields.creator = creator;\n\t}\n\treturn fields;\n};\n\n/*\nReturn a hashmap of the fields that should be set when a tiddler is modified\n*/\nexports.getModificationFields = function() {\n\tvar fields = Object.create(null),\n\t\tmodifier = this.getTiddlerText(USER_NAME_TITLE);\n\tfields.modified = new Date();\n\tif(modifier) {\n\t\tfields.modifier = modifier;\n\t}\n\treturn fields;\n};\n\n/*\nReturn a sorted array of tiddler titles. Options include:\nsortField: field to sort by\nexcludeTag: tag to exclude\nincludeSystem: whether to include system tiddlers (defaults to false)\n*/\nexports.getTiddlers = function(options) {\n\toptions = options || Object.create(null);\n\tvar self = this,\n\t\tsortField = options.sortField || \"title\",\n\t\ttiddlers = [], t, titles = [];\n\tthis.each(function(tiddler,title) {\n\t\tif(options.includeSystem || !self.isSystemTiddler(title)) {\n\t\t\tif(!options.excludeTag || !tiddler.hasTag(options.excludeTag)) {\n\t\t\t\ttiddlers.push(tiddler);\n\t\t\t}\n\t\t}\n\t});\n\ttiddlers.sort(function(a,b) {\n\t\tvar aa = a.fields[sortField].toLowerCase() || \"\",\n\t\t\tbb = b.fields[sortField].toLowerCase() || \"\";\n\t\tif(aa < bb) {\n\t\t\treturn -1;\n\t\t} else {\n\t\t\tif(aa > bb) {\n\t\t\t\treturn 1;\n\t\t\t} else {\n\t\t\t\treturn 0;\n\t\t\t}\n\t\t}\n\t});\n\tfor(t=0; t<tiddlers.length; t++) {\n\t\ttitles.push(tiddlers[t].fields.title);\n\t}\n\treturn titles;\n};\n\nexports.countTiddlers = function(excludeTag) {\n\tvar tiddlers = this.getTiddlers({excludeTag: excludeTag});\n\treturn $tw.utils.count(tiddlers);\n};\n\n/*\nReturns a function iterator(callback) that iterates through the specified titles, and invokes the callback with callback(tiddler,title)\n*/\nexports.makeTiddlerIterator = function(titles) {\n\tvar self = this;\n\tif(!$tw.utils.isArray(titles)) {\n\t\ttitles = Object.keys(titles);\n\t} else {\n\t\ttitles = titles.slice(0);\n\t}\n\treturn function(callback) {\n\t\ttitles.forEach(function(title) {\n\t\t\tcallback(self.getTiddler(title),title);\n\t\t});\n\t};\n};\n\n/*\nSort an array of tiddler titles by a specified field\n\ttitles: array of titles (sorted in place)\n\tsortField: name of field to sort by\n\tisDescending: true if the sort should be descending\n\tisCaseSensitive: true if the sort should consider upper and lower case letters to be different\n*/\nexports.sortTiddlers = function(titles,sortField,isDescending,isCaseSensitive,isNumeric) {\n\tvar self = this;\n\ttitles.sort(function(a,b) {\n\t\tif(sortField !== \"title\") {\n\t\t\ta = self.getTiddler(a).fields[sortField] || \"\";\n\t\t\tb = self.getTiddler(b).fields[sortField] || \"\";\n\t\t}\n\t\tif(isNumeric) {\n\t\t\ta = Number(a);\n\t\t\tb = Number(b);\n\t\t\treturn isDescending ? b - a : a - b;\n\t\t} else if($tw.utils.isDate(a) && $tw.utils.isDate(b)) {\n\t\t\treturn isDescending ? b - a : a - b;\n\t\t} else {\n\t\t\ta = String(a);\n\t\t\tb = String(b);\n\t\t\tif(!isCaseSensitive) {\n\t\t\t\ta = a.toLowerCase();\n\t\t\t\tb = b.toLowerCase();\n\t\t\t}\n\t\t\treturn isDescending ? b.localeCompare(a) : a.localeCompare(b);\n\t\t}\n\t});\n};\n\n/*\nFor every tiddler invoke a callback(title,tiddler) with `this` set to the wiki object. Options include:\nsortField: field to sort by\nexcludeTag: tag to exclude\nincludeSystem: whether to include system tiddlers (defaults to false)\n*/\nexports.forEachTiddler = function(/* [options,]callback */) {\n\tvar arg = 0,\n\t\toptions = arguments.length >= 2 ? arguments[arg++] : {},\n\t\tcallback = arguments[arg++],\n\t\ttitles = this.getTiddlers(options),\n\t\tt, tiddler;\n\tfor(t=0; t<titles.length; t++) {\n\t\ttiddler = this.getTiddler(titles[t]);\n\t\tif(tiddler) {\n\t\t\tcallback.call(this,tiddler.fields.title,tiddler);\n\t\t}\n\t}\n};\n\n/*\nReturn an array of tiddler titles that are directly linked from the specified tiddler\n*/\nexports.getTiddlerLinks = function(title) {\n\tvar self = this;\n\t// We'll cache the links so they only get computed if the tiddler changes\n\treturn this.getCacheForTiddler(title,\"links\",function() {\n\t\t// Parse the tiddler\n\t\tvar parser = self.parseTiddler(title);\n\t\t// Count up the links\n\t\tvar links = [],\n\t\t\tcheckParseTree = function(parseTree) {\n\t\t\t\tfor(var t=0; t<parseTree.length; t++) {\n\t\t\t\t\tvar parseTreeNode = parseTree[t];\n\t\t\t\t\tif(parseTreeNode.type === \"link\" && parseTreeNode.attributes.to && parseTreeNode.attributes.to.type === \"string\") {\n\t\t\t\t\t\tvar value = parseTreeNode.attributes.to.value;\n\t\t\t\t\t\tif(links.indexOf(value) === -1) {\n\t\t\t\t\t\t\tlinks.push(value);\n\t\t\t\t\t\t}\n\t\t\t\t\t}\n\t\t\t\t\tif(parseTreeNode.children) {\n\t\t\t\t\t\tcheckParseTree(parseTreeNode.children);\n\t\t\t\t\t}\n\t\t\t\t}\n\t\t\t};\n\t\tif(parser) {\n\t\t\tcheckParseTree(parser.tree);\n\t\t}\n\t\treturn links;\n\t});\n};\n\n/*\nReturn an array of tiddler titles that link to the specified tiddler\n*/\nexports.getTiddlerBacklinks = function(targetTitle) {\n\tvar self = this,\n\t\tbacklinks = [];\n\tthis.forEachTiddler(function(title,tiddler) {\n\t\tvar links = self.getTiddlerLinks(title);\n\t\tif(links.indexOf(targetTitle) !== -1) {\n\t\t\tbacklinks.push(title);\n\t\t}\n\t});\n\treturn backlinks;\n};\n\n/*\nReturn a hashmap of tiddler titles that are referenced but not defined. Each value is the number of times the missing tiddler is referenced\n*/\nexports.getMissingTitles = function() {\n\tvar self = this,\n\t\tmissing = [];\n// We should cache the missing tiddler list, even if we recreate it every time any tiddler is modified\n\tthis.forEachTiddler(function(title,tiddler) {\n\t\tvar links = self.getTiddlerLinks(title);\n\t\t$tw.utils.each(links,function(link) {\n\t\t\tif((!self.tiddlerExists(link) && !self.isShadowTiddler(link)) && missing.indexOf(link) === -1) {\n\t\t\t\tmissing.push(link);\n\t\t\t}\n\t\t});\n\t});\n\treturn missing;\n};\n\nexports.getOrphanTitles = function() {\n\tvar self = this,\n\t\torphans = this.getTiddlers();\n\tthis.forEachTiddler(function(title,tiddler) {\n\t\tvar links = self.getTiddlerLinks(title);\n\t\t$tw.utils.each(links,function(link) {\n\t\t\tvar p = orphans.indexOf(link);\n\t\t\tif(p !== -1) {\n\t\t\t\torphans.splice(p,1);\n\t\t\t}\n\t\t});\n\t});\n\treturn orphans; // Todo\n};\n\n/*\nRetrieves a list of the tiddler titles that are tagged with a given tag\n*/\nexports.getTiddlersWithTag = function(tag) {\n\tvar self = this;\n\treturn this.getGlobalCache(\"taglist-\" + tag,function() {\n\t\tvar tagmap = self.getTagMap();\n\t\treturn self.sortByList(tagmap[tag],tag);\n\t});\n};\n\n/*\nGet a hashmap by tag of arrays of tiddler titles\n*/\nexports.getTagMap = function() {\n\tvar self = this;\n\treturn this.getGlobalCache(\"tagmap\",function() {\n\t\tvar tags = Object.create(null),\n\t\t\tstoreTags = function(tagArray,title) {\n\t\t\t\tif(tagArray) {\n\t\t\t\t\tfor(var index=0; index<tagArray.length; index++) {\n\t\t\t\t\t\tvar tag = tagArray[index];\n\t\t\t\t\t\tif($tw.utils.hop(tags,tag)) {\n\t\t\t\t\t\t\ttags[tag].push(title)\n\t\t\t\t\t\t} else {\n\t\t\t\t\t\t\ttags[tag] = [title];\n\t\t\t\t\t\t}\n\t\t\t\t\t}\n\t\t\t\t}\n\t\t\t},\n\t\t\ttitle, tiddler;\n\t\t// Collect up all the tags\n\t\tself.eachShadow(function(tiddler,title) {\n\t\t\tif(!self.tiddlerExists(title)) {\n\t\t\t\ttiddler = self.getTiddler(title);\n\t\t\t\tstoreTags(tiddler.fields.tags,title);\n\t\t\t}\n\t\t});\n\t\tself.each(function(tiddler,title) {\n\t\t\tstoreTags(tiddler.fields.tags,title);\n\t\t});\n\t\treturn tags;\n\t});\n};\n\n/*\nLookup a given tiddler and return a list of all the tiddlers that include it in the specified list field\n*/\nexports.findListingsOfTiddler = function(targetTitle,fieldName) {\n\tfieldName = fieldName || \"list\";\n\tvar titles = [];\n\tthis.each(function(tiddler,title) {\n\t\tvar list = $tw.utils.parseStringArray(tiddler.fields[fieldName]);\n\t\tif(list && list.indexOf(targetTitle) !== -1) {\n\t\t\ttitles.push(title);\n\t\t}\n\t});\n\treturn titles;\n};\n\n/*\nSorts an array of tiddler titles according to an ordered list\n*/\nexports.sortByList = function(array,listTitle) {\n\tvar list = this.getTiddlerList(listTitle);\n\tif(!array || array.length === 0) {\n\t\treturn [];\n\t} else {\n\t\tvar titles = [], t, title;\n\t\t// First place any entries that are present in the list\n\t\tfor(t=0; t<list.length; t++) {\n\t\t\ttitle = list[t];\n\t\t\tif(array.indexOf(title) !== -1) {\n\t\t\t\ttitles.push(title);\n\t\t\t}\n\t\t}\n\t\t// Then place any remaining entries\n\t\tfor(t=0; t<array.length; t++) {\n\t\t\ttitle = array[t];\n\t\t\tif(list.indexOf(title) === -1) {\n\t\t\t\ttitles.push(title);\n\t\t\t}\n\t\t}\n\t\t// Finally obey the list-before and list-after fields of each tiddler in turn\n\t\tvar sortedTitles = titles.slice(0);\n\t\tfor(t=0; t<sortedTitles.length; t++) {\n\t\t\ttitle = sortedTitles[t];\n\t\t\tvar currPos = titles.indexOf(title),\n\t\t\t\tnewPos = -1,\n\t\t\t\ttiddler = this.getTiddler(title);\n\t\t\tif(tiddler) {\n\t\t\t\tvar beforeTitle = tiddler.fields[\"list-before\"],\n\t\t\t\t\tafterTitle = tiddler.fields[\"list-after\"];\n\t\t\t\tif(beforeTitle === \"\") {\n\t\t\t\t\tnewPos = 0;\n\t\t\t\t} else if(beforeTitle) {\n\t\t\t\t\tnewPos = titles.indexOf(beforeTitle);\n\t\t\t\t} else if(afterTitle) {\n\t\t\t\t\tnewPos = titles.indexOf(afterTitle);\n\t\t\t\t\tif(newPos >= 0) {\n\t\t\t\t\t\t++newPos;\n\t\t\t\t\t}\n\t\t\t\t}\n\t\t\t\tif(newPos === -1) {\n\t\t\t\t\tnewPos = currPos;\n\t\t\t\t}\n\t\t\t\tif(newPos !== currPos) {\n\t\t\t\t\ttitles.splice(currPos,1);\n\t\t\t\t\tif(newPos >= currPos) {\n\t\t\t\t\t\tnewPos--;\n\t\t\t\t\t}\n\t\t\t\t\ttitles.splice(newPos,0,title);\n\t\t\t\t}\n\t\t\t}\n\n\t\t}\n\t\treturn titles;\n\t}\n};\n\n/*\nRetrieve a tiddler as a JSON string of the fields\n*/\nexports.getTiddlerAsJson = function(title) {\n\tvar tiddler = this.getTiddler(title);\n\tif(tiddler) {\n\t\tvar fields = Object.create(null);\n\t\t$tw.utils.each(tiddler.fields,function(value,name) {\n\t\t\tfields[name] = tiddler.getFieldString(name);\n\t\t});\n\t\treturn JSON.stringify(fields);\n\t} else {\n\t\treturn JSON.stringify({title: title});\n\t}\n};\n\n/*\nGet a tiddlers content as a JavaScript object. How this is done depends on the type of the tiddler:\n\napplication/json: the tiddler JSON is parsed into an object\napplication/x-tiddler-dictionary: the tiddler is parsed as sequence of name:value pairs\n\nOther types currently just return null.\n*/\nexports.getTiddlerData = function(title,defaultData) {\n\tvar tiddler = this.getTiddler(title),\n\t\tdata;\n\tif(tiddler && tiddler.fields.text) {\n\t\tswitch(tiddler.fields.type) {\n\t\t\tcase \"application/json\":\n\t\t\t\t// JSON tiddler\n\t\t\t\ttry {\n\t\t\t\t\tdata = JSON.parse(tiddler.fields.text);\n\t\t\t\t} catch(ex) {\n\t\t\t\t\treturn defaultData;\n\t\t\t\t}\n\t\t\t\treturn data;\n\t\t\tcase \"application/x-tiddler-dictionary\":\n\t\t\t\treturn $tw.utils.parseFields(tiddler.fields.text);\n\t\t}\n\t}\n\treturn defaultData;\n};\n\n/*\nExtract an indexed field from within a data tiddler\n*/\nexports.extractTiddlerDataItem = function(title,index,defaultText) {\n\tvar data = this.getTiddlerData(title,Object.create(null)),\n\t\ttext;\n\tif(data && $tw.utils.hop(data,index)) {\n\t\ttext = data[index];\n\t}\n\tif(typeof text === \"string\" || typeof text === \"number\") {\n\t\treturn text.toString();\n\t} else {\n\t\treturn defaultText;\n\t}\n};\n\n/*\nSet a tiddlers content to a JavaScript object. Currently this is done by setting the tiddler's type to \"application/json\" and setting the text to the JSON text of the data.\ntitle: title of tiddler\ndata: object that can be serialised to JSON\nfields: optional hashmap of additional tiddler fields to be set\n*/\nexports.setTiddlerData = function(title,data,fields) {\n\tvar existingTiddler = this.getTiddler(title),\n\t\tnewFields = {\n\t\t\ttitle: title\n\t};\n\tif(existingTiddler && existingTiddler.fields.type === \"application/x-tiddler-dictionary\") {\n\t\tnewFields.text = $tw.utils.makeTiddlerDictionary(data);\n\t} else {\n\t\tnewFields.type = \"application/json\";\n\t\tnewFields.text = JSON.stringify(data,null,$tw.config.preferences.jsonSpaces);\n\t}\n\tthis.addTiddler(new $tw.Tiddler(existingTiddler,fields,newFields,this.getModificationFields()));\n};\n\n/*\nReturn the content of a tiddler as an array containing each line\n*/\nexports.getTiddlerList = function(title,field,index) {\n\tif(index) {\n\t\treturn $tw.utils.parseStringArray(this.extractTiddlerDataItem(title,index,\"\"));\n\t}\n\tfield = field || \"list\";\n\tvar tiddler = this.getTiddler(title);\n\tif(tiddler) {\n\t\treturn ($tw.utils.parseStringArray(tiddler.fields[field]) || []).slice(0);\n\t}\n\treturn [];\n};\n\n// Return a named global cache object. Global cache objects are cleared whenever a tiddler change occurs\nexports.getGlobalCache = function(cacheName,initializer) {\n\tthis.globalCache = this.globalCache || Object.create(null);\n\tif($tw.utils.hop(this.globalCache,cacheName)) {\n\t\treturn this.globalCache[cacheName];\n\t} else {\n\t\tthis.globalCache[cacheName] = initializer();\n\t\treturn this.globalCache[cacheName];\n\t}\n};\n\nexports.clearGlobalCache = function() {\n\tthis.globalCache = Object.create(null);\n}\n\n// Return the named cache object for a tiddler. If the cache doesn't exist then the initializer function is invoked to create it\nexports.getCacheForTiddler = function(title,cacheName,initializer) {\n\n// Temporarily disable caching so that tweakParseTreeNode() works\nreturn initializer();\n\n\tthis.caches = this.caches || Object.create(null);\n\tvar caches = this.caches[title];\n\tif(caches && caches[cacheName]) {\n\t\treturn caches[cacheName];\n\t} else {\n\t\tif(!caches) {\n\t\t\tcaches = Object.create(null);\n\t\t\tthis.caches[title] = caches;\n\t\t}\n\t\tcaches[cacheName] = initializer();\n\t\treturn caches[cacheName];\n\t}\n};\n\n// Clear all caches associated with a particular tiddler\nexports.clearCache = function(title) {\n\tthis.caches = this.caches || Object.create(null);\n\tif($tw.utils.hop(this.caches,title)) {\n\t\tdelete this.caches[title];\n\t}\n};\n\nexports.initParsers = function(moduleType) {\n\t// Install the parser modules\n\t$tw.Wiki.parsers = {};\n\tvar self = this;\n\t$tw.modules.forEachModuleOfType(\"parser\",function(title,module) {\n\t\tfor(var f in module) {\n\t\t\tif($tw.utils.hop(module,f)) {\n\t\t\t\t$tw.Wiki.parsers[f] = module[f]; // Store the parser class\n\t\t\t}\n\t\t}\n\t});\n};\n\n/*\nParse a block of text of a specified MIME type\n\ttype: content type of text to be parsed\n\ttext: text\n\toptions: see below\nOptions include:\n\tparseAsInline: if true, the text of the tiddler will be parsed as an inline run\n\t_canonical_uri: optional string of the canonical URI of this content\n*/\nexports.old_parseText = function(type,text,options) {\n\toptions = options || {};\n\t// Select a parser\n\tvar Parser = $tw.Wiki.parsers[type];\n\tif(!Parser && $tw.config.fileExtensionInfo[type]) {\n\t\tParser = $tw.Wiki.parsers[$tw.config.fileExtensionInfo[type].type];\n\t}\n\tif(!Parser) {\n\t\tParser = $tw.Wiki.parsers[options.defaultType || \"text/vnd.tiddlywiki\"];\n\t}\n\tif(!Parser) {\n\t\treturn null;\n\t}\n\t// Return the parser instance\n\treturn new Parser(type,text,{\n\t\tparseAsInline: options.parseAsInline,\n\t\twiki: this,\n\t\t_canonical_uri: options._canonical_uri\n\t});\n};\n\n/*\nParse a tiddler according to its MIME type\n*/\nexports.old_parseTiddler = function(title,options) {\n\toptions = $tw.utils.extend({},options);\n\tvar cacheType = options.parseAsInline ? \"newInlineParseTree\" : \"newBlockParseTree\",\n\t\ttiddler = this.getTiddler(title),\n\t\tself = this;\n\treturn tiddler ? this.getCacheForTiddler(title,cacheType,function() {\n\t\t\tif(tiddler.hasField(\"_canonical_uri\")) {\n\t\t\t\toptions._canonical_uri = tiddler.fields._canonical_uri;\n\t\t\t}\n\t\t\treturn self.old_parseText(tiddler.fields.type,tiddler.fields.text,options);\n\t\t}) : null;\n};\n\nvar tweakMacroDefinition = function(nodeList) {\n\tif(nodeList && nodeList[0] && nodeList[0].type === \"macrodef\") {\n\t\tnodeList[0].type = \"set\";\n\t\tnodeList[0].attributes = {\n\t\t\tname: {type: \"string\", value: nodeList[0].name},\n\t\t\tvalue: {type: \"string\", value: nodeList[0].text}\n\t\t};\n\t\tnodeList[0].children = nodeList.slice(1);\n\t\tnodeList.splice(1,nodeList.length-1);\n\t\ttweakMacroDefinition(nodeList[0].children);\n\t}\n};\n\nvar tweakParser = function(parser) {\n\t// Move any macro definitions to contain the body tree\n\ttweakMacroDefinition(parser.tree);\n};\n\nexports.parseText = function(type,text,options) {\n\tvar parser = this.old_parseText(type,text,options);\n\tif(parser) {\n\t\ttweakParser(parser)\n\t};\n\treturn parser;\n};\n\nexports.parseTiddler = function(title,options) {\n\tvar parser = this.old_parseTiddler(title,options);\n\tif(parser) {\n\t\ttweakParser(parser)\n\t};\n\treturn parser;\n};\n\nexports.parseTextReference = function(title,field,index,options) {\n\tif(field === \"text\" || (!field && !index)) {\n\t\t// Force the tiddler to be lazily loaded\n\t\tthis.getTiddlerText(title);\n\t\t// Parse it\n\t\treturn this.parseTiddler(title,options);\n\t} else {\n\t\tvar text;\n\t\tif(field) {\n\t\t\tif(field === \"title\") {\n\t\t\t\ttext = title;\n\t\t\t} else {\n\t\t\t\tvar tiddler = this.getTiddler(title);\n\t\t\t\tif(!tiddler || !tiddler.hasField(field)) {\n\t\t\t\t\treturn null;\n\t\t\t\t}\n\t\t\t\ttext = tiddler.fields[field];\n\t\t\t}\n\t\t\treturn this.parseText(\"text/vnd.tiddlywiki\",text.toString(),options);\n\t\t} else if(index) {\n\t\t\ttext = this.extractTiddlerDataItem(title,index,\"\");\n\t\t\tif(text === undefined) {\n\t\t\t\treturn null;\n\t\t\t}\n\t\t\treturn this.parseText(\"text/vnd.tiddlywiki\",text,options);\n\t\t}\n\t}\n};\n\n/*\nMake a widget tree for a parse tree\nparser: parser object\noptions: see below\nOptions include:\ndocument: optional document to use\nvariables: hashmap of variables to set\nparentWidget: optional parent widget for the root node\n*/\nexports.makeWidget = function(parser,options) {\n\toptions = options || {};\n\tvar widgetNode = {\n\t\t\ttype: \"widget\",\n\t\t\tchildren: []\n\t\t},\n\t\tcurrWidgetNode = widgetNode;\n\t// Create set variable widgets for each variable\n\t$tw.utils.each(options.variables,function(value,name) {\n\t\tvar setVariableWidget = {\n\t\t\ttype: \"set\",\n\t\t\tattributes: {\n\t\t\t\tname: {type: \"string\", value: name},\n\t\t\t\tvalue: {type: \"string\", value: value}\n\t\t\t},\n\t\t\tchildren: []\n\t\t};\n\t\tcurrWidgetNode.children = [setVariableWidget];\n\t\tcurrWidgetNode = setVariableWidget;\n\t});\n\t// Add in the supplied parse tree nodes\n\tcurrWidgetNode.children = parser ? parser.tree : [];\n\t// Create the widget\n\treturn new widget.widget(widgetNode,{\n\t\twiki: this,\n\t\tdocument: options.document || $tw.fakeDocument,\n\t\tparentWidget: options.parentWidget\n\t});\n};\n\n/*\nMake a widget tree for transclusion\ntitle: target tiddler title\noptions: as for wiki.makeWidget() (including parseAsInline)\n*/\nexports.makeTranscludeWidget = function(title,options) {\n\toptions = options || {};\n\tvar parseTree = {tree: [{\n\t\ttype: \"transclude\",\n\t\tattributes: {\n\t\t\ttiddler: {\n\t\t\t\tname: \"tiddler\",\n\t\t\t\ttype: \"string\",\n\t\t\t\tvalue: title}},\n\t\tisBlock: !options.parseAsInline}\n\t]};\n\treturn $tw.wiki.makeWidget(parseTree,options);\n};\n\n/*\nParse text in a specified format and render it into another format\n\toutputType: content type for the output\n\ttextType: content type of the input text\n\ttext: input text\n\toptions: see below\nOptions include:\nvariables: hashmap of variables to set\nparentWidget: optional parent widget for the root node\n*/\nexports.renderText = function(outputType,textType,text,options) {\n\toptions = options || {};\n\tvar parser = this.parseText(textType,text,options),\n\t\twidgetNode = this.makeWidget(parser,options);\n\tvar container = $tw.fakeDocument.createElement(\"div\");\n\twidgetNode.render(container,null);\n\treturn outputType === \"text/html\" ? container.innerHTML : container.textContent;\n};\n\n/*\nParse text from a tiddler and render it into another format\n\toutputType: content type for the output\n\ttitle: title of the tiddler to be rendered\n\toptions: see below\nOptions include:\nvariables: hashmap of variables to set\nparentWidget: optional parent widget for the root node\n*/\nexports.renderTiddler = function(outputType,title,options) {\n\toptions = options || {};\n\tvar parser = this.parseTiddler(title,options),\n\t\twidgetNode = this.makeWidget(parser,options);\n\tvar container = $tw.fakeDocument.createElement(\"div\");\n\twidgetNode.render(container,null);\n\treturn outputType === \"text/html\" ? container.innerHTML : (outputType === \"text/plain-formatted\" ? container.formattedTextContent : container.textContent);\n};\n\n/*\nReturn an array of tiddler titles that match a search string\n\ttext: The text string to search for\n\toptions: see below\nOptions available:\n\tsource: an iterator function for the source tiddlers, called source(iterator), where iterator is called as iterator(tiddler,title)\n\texclude: An array of tiddler titles to exclude from the search\n\tinvert: If true returns tiddlers that do not contain the specified string\n\tcaseSensitive: If true forces a case sensitive search\n\tliteral: If true, searches for literal string, rather than separate search terms\n*/\nexports.search = function(text,options) {\n\toptions = options || {};\n\tvar self = this,t;\n\t// Convert the search string into a regexp for each term\n\tvar terms, searchTermsRegExps,\n\t\tflags = options.caseSensitive ? \"\" : \"i\";\n\tif(options.literal) {\n\t\tif(text.length === 0) {\n\t\t\tsearchTermsRegExps = null;\n\t\t} else {\n\t\t\tsearchTermsRegExps = [new RegExp(\"(\" + $tw.utils.escapeRegExp(text) + \")\",flags)];\n\t\t}\n\t} else {\n\t\tterms = text.split(/ +/);\n\t\tif(terms.length === 1 && terms[0] === \"\") {\n\t\t\tsearchTermsRegExps = null;\n\t\t} else {\n\t\t\tsearchTermsRegExps = [];\n\t\t\tfor(t=0; t<terms.length; t++) {\n\t\t\t\tsearchTermsRegExps.push(new RegExp(\"(\" + $tw.utils.escapeRegExp(terms[t]) + \")\",flags));\n\t\t\t}\n\t\t}\n\t}\n\t// Function to check a given tiddler for the search term\n\tvar searchTiddler = function(title) {\n\t\tif(!searchTermsRegExps) {\n\t\t\treturn true;\n\t\t}\n\t\tvar tiddler = self.getTiddler(title);\n\t\tif(!tiddler) {\n\t\t\ttiddler = new $tw.Tiddler({title: title, text: \"\", type: \"text/vnd.tiddlywiki\"});\n\t\t}\n\t\tvar contentTypeInfo = $tw.config.contentTypeInfo[tiddler.fields.type] || $tw.config.contentTypeInfo[\"text/vnd.tiddlywiki\"],\n\t\t\tmatch;\n\t\tfor(var t=0; t<searchTermsRegExps.length; t++) {\n\t\t\t// Search title, tags and body\n\t\t\tmatch = false;\n\t\t\tif(contentTypeInfo.encoding === \"utf8\") {\n\t\t\t\tmatch = match || searchTermsRegExps[t].test(tiddler.fields.text);\n\t\t\t}\n\t\t\tvar tags = tiddler.fields.tags ? tiddler.fields.tags.join(\"\\0\") : \"\";\n\t\t\tmatch = match || searchTermsRegExps[t].test(tags) || searchTermsRegExps[t].test(tiddler.fields.title);\n\t\t\tif(!match) {\n\t\t\t\treturn false;\n\t\t\t}\n\t\t}\n\t\treturn true;\n\t};\n\t// Loop through all the tiddlers doing the search\n\tvar results = [],\n\t\tsource = options.source || this.each;\n\tsource(function(tiddler,title) {\n\t\tif(!!searchTiddler(title) === !options.invert) {\n\t\t\tresults.push(title);\n\t\t}\n\t});\n\t// Remove any of the results we have to exclude\n\tif(options.exclude) {\n\t\tfor(t=0; t<options.exclude.length; t++) {\n\t\t\tvar p = results.indexOf(options.exclude[t]);\n\t\t\tif(p !== -1) {\n\t\t\t\tresults.splice(p,1);\n\t\t\t}\n\t\t}\n\t}\n\treturn results;\n};\n\n/*\nTrigger a load for a tiddler if it is skinny. Returns the text, or undefined if the tiddler is missing, null if the tiddler is being lazily loaded.\n*/\nexports.getTiddlerText = function(title,defaultText) {\n\tvar tiddler = this.getTiddler(title);\n\t// Return undefined if the tiddler isn't found\n\tif(!tiddler) {\n\t\treturn defaultText;\n\t}\n\tif(tiddler.fields.text !== undefined) {\n\t\t// Just return the text if we've got it\n\t\treturn tiddler.fields.text;\n\t} else {\n\t\t// Tell any listeners about the need to lazily load this tiddler\n\t\tthis.dispatchEvent(\"lazyLoad\",title);\n\t\t// Indicate that the text is being loaded\n\t\treturn null;\n\t}\n};\n\n/*\nRead an array of browser File objects, invoking callback(tiddlerFieldsArray) once they're all read\n*/\nexports.readFiles = function(files,callback) {\n\tvar result = [],\n\t\toutstanding = files.length;\n\tfor(var f=0; f<files.length; f++) {\n\t\tthis.readFile(files[f],function(tiddlerFieldsArray) {\n\t\t\tresult.push.apply(result,tiddlerFieldsArray);\n\t\t\tif(--outstanding === 0) {\n\t\t\t\tcallback(result);\n\t\t\t}\n\t\t});\n\t};\n\treturn files.length;\n};\n\n/*\nRead a browser File object, invoking callback(tiddlerFieldsArray) with an array of tiddler fields objects\n*/\nexports.readFile = function(file,callback) {\n\t// Get the type, falling back to the filename extension\n\tvar self = this,\n\t\ttype = file.type;\n\tif(type === \"\" || !type) {\n\t\tvar dotPos = file.name.lastIndexOf(\".\");\n\t\tif(dotPos !== -1) {\n\t\t\tvar fileExtensionInfo = $tw.config.fileExtensionInfo[file.name.substr(dotPos)];\n\t\t\tif(fileExtensionInfo) {\n\t\t\t\ttype = fileExtensionInfo.type;\n\t\t\t}\n\t\t}\n\t}\n\t// Figure out if we're reading a binary file\n\tvar contentTypeInfo = $tw.config.contentTypeInfo[type],\n\t\tisBinary = contentTypeInfo ? contentTypeInfo.encoding === \"base64\" : false;\n\t// Create the FileReader\n\tvar reader = new FileReader();\n\t// Onload\n\treader.onload = function(event) {\n\t\t// Deserialise the file contents\n\t\tvar text = event.target.result,\n\t\t\ttiddlerFields = {title: file.name || \"Untitled\", type: type};\n\t\t// Are we binary?\n\t\tif(isBinary) {\n\t\t\t// The base64 section starts after the first comma in the data URI\n\t\t\tvar commaPos = text.indexOf(\",\");\n\t\t\tif(commaPos !== -1) {\n\t\t\t\ttiddlerFields.text = text.substr(commaPos+1);\n\t\t\t\tcallback([tiddlerFields]);\n\t\t\t}\n\t\t} else {\n\t\t\t// Check whether this is an encrypted TiddlyWiki file\n\t\t\tvar encryptedJson = $tw.utils.extractEncryptedStoreArea(text);\n\t\t\tif(encryptedJson) {\n\t\t\t\t// If so, attempt to decrypt it with the current password\n\t\t\t\t$tw.utils.decryptStoreAreaInteractive(encryptedJson,function(tiddlers) {\n\t\t\t\t\tcallback(tiddlers);\n\t\t\t\t});\n\t\t\t} else {\n\t\t\t\t// Otherwise, just try to deserialise any tiddlers in the file\n\t\t\t\tcallback(self.deserializeTiddlers(type,text,tiddlerFields));\n\t\t\t}\n\t\t}\n\t};\n\t// Kick off the read\n\tif(isBinary) {\n\t\treader.readAsDataURL(file);\n\t} else {\n\t\treader.readAsText(file);\n\t}\n};\n\n/*\nCheck whether the specified draft tiddler has been modified\n*/\nexports.isDraftModified = function(title) {\n\tvar tiddler = this.getTiddler(title);\n\tif(!tiddler.isDraft()) {\n\t\treturn false;\n\t}\n\tvar ignoredFields = [\"created\", \"modified\", \"title\", \"draft.title\", \"draft.of\"],\n\t\torigTiddler = this.getTiddler(tiddler.fields[\"draft.of\"]);\n\tif(!origTiddler) {\n\t\treturn true;\n\t}\n\treturn !tiddler.isEqual(origTiddler,ignoredFields);\n};\n\n/*\nAdd a new record to the top of the history stack\ntitle: a title string or an array of title strings\nfromPageRect: page coordinates of the origin of the navigation\nhistoryTitle: title of history tiddler (defaults to $:/HistoryList)\n*/\nexports.addToHistory = function(title,fromPageRect,historyTitle) {\n\thistoryTitle = historyTitle || \"$:/HistoryList\";\n\tvar titles = $tw.utils.isArray(title) ? title : [title];\n\t// Add a new record to the top of the history stack\n\tvar historyList = this.getTiddlerData(historyTitle,[]);\n\t$tw.utils.each(titles,function(title) {\n\t\thistoryList.push({title: title, fromPageRect: fromPageRect});\n\t});\n\tthis.setTiddlerData(historyTitle,historyList,{\"current-tiddler\": titles[titles.length-1]});\n};\n\n})();\n",
"title": "$:/core/modules/wiki.js",
"type": "application/javascript",
"module-type": "wikimethod"
},
"$:/palettes/Blanca": {
"title": "$:/palettes/Blanca",
"name": "Blanca",
"description": "A clean white palette to let you focus",
"tags": "$:/tags/Palette",
"type": "application/x-tiddler-dictionary",
"text": "alert-background: #ffe476\nalert-border: #b99e2f\nalert-highlight: #881122\nalert-muted-foreground: #b99e2f\nbackground: #ffffff\nblockquote-bar: <<colour muted-foreground>>\ncode-background: #f7f7f9\ncode-border: #e1e1e8\ncode-foreground: #dd1144\ndownload-background: #66cccc\ndownload-foreground: <<colour background>>\ndragger-background: <<colour foreground>>\ndragger-foreground: <<colour background>>\ndropdown-background: <<colour background>>\ndropdown-border: <<colour muted-foreground>>\ndropdown-tab-background-selected: #fff\ndropdown-tab-background: #ececec\ndropzone-background: rgba(0,200,0,0.7)\nexternal-link-background-hover: \nexternal-link-background-visited: \nexternal-link-background: \nexternal-link-foreground-hover: \nexternal-link-foreground-visited: #0000aa\nexternal-link-foreground: #0000ee\nforeground: #333333\nmessage-background: #ecf2ff\nmessage-border: #cfd6e6\nmessage-foreground: #547599\nmodal-backdrop: <<colour foreground>>\nmodal-background: <<colour background>>\nmodal-border: #999999\nmodal-footer-background: #f5f5f5\nmodal-footer-border: #dddddd\nmodal-header-border: #eeeeee\nmuted-foreground: #999999\nnotification-background: #ffffdd\nnotification-border: #999999\npage-background: #ffffff\npre-background: #f5f5f5\npre-border: #cccccc\nprimary: #7897f3\nsidebar-button-foreground: <<colour foreground>>\nsidebar-controls-foreground-hover: #000000\nsidebar-controls-foreground: #ccc\nsidebar-foreground-shadow: rgba(255,255,255, 0.8)\nsidebar-foreground: #acacac\nsidebar-muted-foreground-hover: #444444\nsidebar-muted-foreground: #c0c0c0\nsidebar-tab-background-selected: #ffffff\nsidebar-tab-background: <<colour tab-background>>\nsidebar-tab-border-selected: <<colour tab-border-selected>>\nsidebar-tab-border: <<colour tab-border>>\nsidebar-tab-divider: <<colour tab-divider>>\nsidebar-tab-foreground-selected: \nsidebar-tab-foreground: <<colour tab-foreground>>\nsidebar-tiddler-link-foreground-hover: #444444\nsidebar-tiddler-link-foreground: #7897f3\nstatic-alert-foreground: #aaaaaa\ntab-background-selected: #fffffffff\ntab-background: #eeeeee\ntab-border-selected: #cccccc\ntab-border: #cccccc\ntab-divider: #d8d8d8\ntab-foreground-selected: <<colour tab-foreground>>\ntab-foreground: #666666\ntable-border: #dddddd\ntable-footer-background: #a8a8a8\ntable-header-background: #f0f0f0\ntag-background: #ffeedd\ntag-foreground: #000\ntiddler-background: <<colour background>>\ntiddler-border: #eee\ntiddler-controls-foreground-hover: #888888\ntiddler-controls-foreground-selected: #444444\ntiddler-controls-foreground: #cccccc\ntiddler-editor-background: #f8f8f8\ntiddler-editor-border-image: #ffffff\ntiddler-editor-border: #cccccc\ntiddler-editor-fields-even: #e0e8e0\ntiddler-editor-fields-odd: #f0f4f0\ntiddler-info-background: #f8f8f8\ntiddler-info-border: #dddddd\ntiddler-info-tab-background: #f8f8f8\ntiddler-link-background: <<colour background>>\ntiddler-link-foreground: <<colour primary>>\ntiddler-subtitle-foreground: #c0c0c0\ntiddler-title-foreground: #ff9900\ntoolbar-new-button:\ntoolbar-options-button:\ntoolbar-save-button:\ntoolbar-info-button:\ntoolbar-edit-button:\ntoolbar-close-button:\ntoolbar-delete-button:\ntoolbar-cancel-button:\ntoolbar-done-button:\nuntagged-background: #999999\nvery-muted-foreground: #888888\n"
},
"$:/palettes/Blue": {
"title": "$:/palettes/Blue",
"name": "Blue",
"description": "A blue theme",
"tags": "$:/tags/Palette",
"type": "application/x-tiddler-dictionary",
"text": "alert-background: #ffe476\nalert-border: #b99e2f\nalert-highlight: #881122\nalert-muted-foreground: #b99e2f\nbackground: #fff\nblockquote-bar: <<colour muted-foreground>>\ncode-background: #f7f7f9\ncode-border: #e1e1e8\ncode-foreground: #dd1144\ndownload-background: #34c734\ndownload-foreground: <<colour foreground>>\ndragger-background: <<colour foreground>>\ndragger-foreground: <<colour background>>\ndropdown-background: <<colour background>>\ndropdown-border: <<colour muted-foreground>>\ndropdown-tab-background-selected: #fff\ndropdown-tab-background: #ececec\ndropzone-background: rgba(0,200,0,0.7)\nexternal-link-background-hover: \nexternal-link-background-visited: \nexternal-link-background: \nexternal-link-foreground-hover: \nexternal-link-foreground-visited: #0000aa\nexternal-link-foreground: #0000ee\nforeground: #333353\nmessage-background: #ecf2ff\nmessage-border: #cfd6e6\nmessage-foreground: #547599\nmodal-backdrop: <<colour foreground>>\nmodal-background: <<colour background>>\nmodal-border: #999999\nmodal-footer-background: #f5f5f5\nmodal-footer-border: #dddddd\nmodal-header-border: #eeeeee\nmuted-foreground: #999999\nnotification-background: #ffffdd\nnotification-border: #999999\npage-background: #ddddff\npre-background: #f5f5f5\npre-border: #cccccc\nprimary: #5778d8\nsidebar-button-foreground: <<colour foreground>>\nsidebar-controls-foreground-hover: #000000\nsidebar-controls-foreground: #ffffff\nsidebar-foreground-shadow: rgba(255,255,255, 0.8)\nsidebar-foreground: #acacac\nsidebar-muted-foreground-hover: #444444\nsidebar-muted-foreground: #c0c0c0\nsidebar-tab-background-selected: <<colour page-background>>\nsidebar-tab-background: <<colour tab-background>>\nsidebar-tab-border-selected: <<colour tab-border-selected>>\nsidebar-tab-border: <<colour tab-border>>\nsidebar-tab-divider: <<colour tab-divider>>\nsidebar-tab-foreground-selected: \nsidebar-tab-foreground: <<colour tab-foreground>>\nsidebar-tiddler-link-foreground-hover: #444444\nsidebar-tiddler-link-foreground: #5959c0\nstatic-alert-foreground: #aaaaaa\ntab-background-selected: <<colour background>>\ntab-background: #ccccdd\ntab-border-selected: #ccccdd\ntab-border: #cccccc\ntab-divider: #d8d8d8\ntab-foreground-selected: <<colour tab-foreground>>\ntab-foreground: #666666\ntable-border: #dddddd\ntable-footer-background: #a8a8a8\ntable-header-background: #f0f0f0\ntag-background: #eeeeff\ntag-foreground: #000\ntiddler-background: <<colour background>>\ntiddler-border: <<colour background>>\ntiddler-controls-foreground-hover: #666666\ntiddler-controls-foreground-selected: #444444\ntiddler-controls-foreground: #cccccc\ntiddler-editor-background: #f8f8f8\ntiddler-editor-border-image: #ffffff\ntiddler-editor-border: #cccccc\ntiddler-editor-fields-even: #e0e8e0\ntiddler-editor-fields-odd: #f0f4f0\ntiddler-info-background: #ffffff\ntiddler-info-border: #dddddd\ntiddler-info-tab-background: #ffffff\ntiddler-link-background: <<colour background>>\ntiddler-link-foreground: <<colour primary>>\ntiddler-subtitle-foreground: #c0c0c0\ntiddler-title-foreground: #5959c0\ntoolbar-new-button: #5eb95e\ntoolbar-options-button: rgb(128, 88, 165)\ntoolbar-save-button: #0e90d2\ntoolbar-info-button: #0e90d2\ntoolbar-edit-button: rgb(243, 123, 29)\ntoolbar-close-button: #dd514c\ntoolbar-delete-button: #dd514c\ntoolbar-cancel-button: rgb(243, 123, 29)\ntoolbar-done-button: #5eb95e\nuntagged-background: #999999\nvery-muted-foreground: #888888\n"
},
"$:/palettes/Muted": {
"title": "$:/palettes/Muted",
"name": "Muted",
"description": "Bright tiddlers on a muted background",
"tags": "$:/tags/Palette",
"type": "application/x-tiddler-dictionary",
"text": "alert-background: #ffe476\nalert-border: #b99e2f\nalert-highlight: #881122\nalert-muted-foreground: #b99e2f\nbackground: #ffffff\nblockquote-bar: <<colour muted-foreground>>\ncode-background: #f7f7f9\ncode-border: #e1e1e8\ncode-foreground: #dd1144\ndownload-background: #34c734\ndownload-foreground: <<colour background>>\ndragger-background: <<colour foreground>>\ndragger-foreground: <<colour background>>\ndropdown-background: <<colour background>>\ndropdown-border: <<colour muted-foreground>>\ndropdown-tab-background-selected: #fff\ndropdown-tab-background: #ececec\ndropzone-background: rgba(0,200,0,0.7)\nexternal-link-background-hover: \nexternal-link-background-visited: \nexternal-link-background: \nexternal-link-foreground-hover: \nexternal-link-foreground-visited: #0000aa\nexternal-link-foreground: #0000ee\nforeground: #333333\nmessage-background: #ecf2ff\nmessage-border: #cfd6e6\nmessage-foreground: #547599\nmodal-backdrop: <<colour foreground>>\nmodal-background: <<colour background>>\nmodal-border: #999999\nmodal-footer-background: #f5f5f5\nmodal-footer-border: #dddddd\nmodal-header-border: #eeeeee\nmuted-foreground: #bbb\nnotification-background: #ffffdd\nnotification-border: #999999\npage-background: #6f6f70\npre-background: #f5f5f5\npre-border: #cccccc\nprimary: #29a6ee\nsidebar-button-foreground: <<colour foreground>>\nsidebar-controls-foreground-hover: #000000\nsidebar-controls-foreground: #c2c1c2\nsidebar-foreground-shadow: rgba(255,255,255,0)\nsidebar-foreground: #d3d2d4\nsidebar-muted-foreground-hover: #444444\nsidebar-muted-foreground: #c0c0c0\nsidebar-tab-background-selected: #6f6f70\nsidebar-tab-background: #666667\nsidebar-tab-border-selected: #999\nsidebar-tab-border: #515151\nsidebar-tab-divider: #999\nsidebar-tab-foreground-selected: \nsidebar-tab-foreground: #999\nsidebar-tiddler-link-foreground-hover: #444444\nsidebar-tiddler-link-foreground: #d1d0d2\nstatic-alert-foreground: #aaaaaa\ntab-background-selected: #ffffff\ntab-background: #d8d8d8\ntab-border-selected: #d8d8d8\ntab-border: #cccccc\ntab-divider: #d8d8d8\ntab-foreground-selected: <<colour tab-foreground>>\ntab-foreground: #666666\ntable-border: #dddddd\ntable-footer-background: #a8a8a8\ntable-header-background: #f0f0f0\ntag-background: #d5ad34\ntag-foreground: #ffffff\ntiddler-background: <<colour background>>\ntiddler-border: <<colour background>>\ntiddler-controls-foreground-hover: #888888\ntiddler-controls-foreground-selected: #444444\ntiddler-controls-foreground: #cccccc\ntiddler-editor-background: #f8f8f8\ntiddler-editor-border-image: #ffffff\ntiddler-editor-border: #cccccc\ntiddler-editor-fields-even: #e0e8e0\ntiddler-editor-fields-odd: #f0f4f0\ntiddler-info-background: #f8f8f8\ntiddler-info-border: #dddddd\ntiddler-info-tab-background: #f8f8f8\ntiddler-link-background: <<colour background>>\ntiddler-link-foreground: <<colour primary>>\ntiddler-subtitle-foreground: #c0c0c0\ntiddler-title-foreground: #182955\ntoolbar-new-button: \ntoolbar-options-button: \ntoolbar-save-button: \ntoolbar-info-button: \ntoolbar-edit-button: \ntoolbar-close-button: \ntoolbar-delete-button: \ntoolbar-cancel-button: \ntoolbar-done-button: \nuntagged-background: #999999\nvery-muted-foreground: #888888\n"
},
"$:/palettes/Contrast": {
"title": "$:/palettes/Contrast",
"name": "Contrast",
"description": "High contrast and unambiguous",
"tags": "$:/tags/Palette",
"type": "application/x-tiddler-dictionary",
"text": "alert-background: #ffe476\nalert-border: #b99e2f\nalert-highlight: #881122\nalert-muted-foreground: #b99e2f\nbackground: #ffffff\nblockquote-bar: <<colour muted-foreground>>\ncode-background: #f7f7f9\ncode-border: #e1e1e8\ncode-foreground: #dd1144\ndownload-background: #34c734\ndownload-foreground: <<colour background>>\ndragger-background: <<colour foreground>>\ndragger-foreground: <<colour background>>\ndropdown-background: <<colour background>>\ndropdown-border: <<colour muted-foreground>>\ndropdown-tab-background-selected: #fff\ndropdown-tab-background: #ececec\ndropzone-background: rgba(0,200,0,0.7)\nexternal-link-background-hover: \nexternal-link-background-visited: \nexternal-link-background: \nexternal-link-foreground-hover: \nexternal-link-foreground-visited: #0000aa\nexternal-link-foreground: #0000ee\nforeground: #333333\nmessage-background: #ecf2ff\nmessage-border: #cfd6e6\nmessage-foreground: #547599\nmodal-backdrop: <<colour foreground>>\nmodal-background: <<colour background>>\nmodal-border: #999999\nmodal-footer-background: #f5f5f5\nmodal-footer-border: #dddddd\nmodal-header-border: #eeeeee\nmuted-foreground: #999999\nnotification-background: #ffffdd\nnotification-border: #999999\npage-background: #000000\npre-background: #f5f5f5\npre-border: #cccccc\nprimary: #5778d8\nsidebar-button-foreground: <<colour foreground>>\nsidebar-controls-foreground-hover: #000000\nsidebar-controls-foreground: #ffffff\nsidebar-foreground-shadow: rgba(255,0,0, 0.5)\nsidebar-foreground: #ffffff\nsidebar-muted-foreground-hover: #444444\nsidebar-muted-foreground: #c0c0c0\nsidebar-tab-background-selected: #ececec\nsidebar-tab-background: <<colour tab-background>>\nsidebar-tab-border-selected: <<colour tab-border-selected>>\nsidebar-tab-border: <<colour tab-border>>\nsidebar-tab-divider: <<colour tab-divider>>\nsidebar-tab-foreground-selected: \nsidebar-tab-foreground: <<colour tab-foreground>>\nsidebar-tiddler-link-foreground-hover: #444444\nsidebar-tiddler-link-foreground: #999999\nstatic-alert-foreground: #aaaaaa\ntab-background-selected: #ffffff\ntab-background: #d8d8d8\ntab-border-selected: #d8d8d8\ntab-border: #cccccc\ntab-divider: #d8d8d8\ntab-foreground-selected: <<colour tab-foreground>>\ntab-foreground: #666666\ntable-border: #dddddd\ntable-footer-background: #a8a8a8\ntable-header-background: #f0f0f0\ntag-background: #d5ad34\ntag-foreground: #ffffff\ntiddler-background: <<colour background>>\ntiddler-border: <<colour background>>\ntiddler-controls-foreground-hover: #888888\ntiddler-controls-foreground-selected: #444444\ntiddler-controls-foreground: #cccccc\ntiddler-editor-background: #f8f8f8\ntiddler-editor-border-image: #ffffff\ntiddler-editor-border: #cccccc\ntiddler-editor-fields-even: #e0e8e0\ntiddler-editor-fields-odd: #f0f4f0\ntiddler-info-background: #f8f8f8\ntiddler-info-border: #dddddd\ntiddler-info-tab-background: #f8f8f8\ntiddler-link-background: <<colour background>>\ntiddler-link-foreground: <<colour primary>>\ntiddler-subtitle-foreground: #c0c0c0\ntiddler-title-foreground: #182955\ntoolbar-new-button:\ntoolbar-options-button:\ntoolbar-save-button:\ntoolbar-info-button:\ntoolbar-edit-button:\ntoolbar-close-button:\ntoolbar-delete-button:\ntoolbar-cancel-button:\ntoolbar-done-button:\nuntagged-background: #999999\nvery-muted-foreground: #888888\n"
},
"$:/palettes/Rocker": {
"title": "$:/palettes/Rocker",
"name": "Rocker",
"description": "A dark theme",
"tags": "$:/tags/Palette",
"type": "application/x-tiddler-dictionary",
"text": "alert-background: #ffe476\nalert-border: #b99e2f\nalert-highlight: #881122\nalert-muted-foreground: #b99e2f\nbackground: #ffffff\nblockquote-bar: <<colour muted-foreground>>\ncode-background: #f7f7f9\ncode-border: #e1e1e8\ncode-foreground: #dd1144\ndownload-background: #34c734\ndownload-foreground: <<colour background>>\ndragger-background: <<colour foreground>>\ndragger-foreground: <<colour background>>\ndropdown-background: <<colour background>>\ndropdown-border: <<colour muted-foreground>>\ndropdown-tab-background-selected: #fff\ndropdown-tab-background: #ececec\ndropzone-background: rgba(0,200,0,0.7)\nexternal-link-background-hover: \nexternal-link-background-visited: \nexternal-link-background: \nexternal-link-foreground-hover: \nexternal-link-foreground-visited: #0000aa\nexternal-link-foreground: #0000ee\nforeground: #333333\nmessage-background: #ecf2ff\nmessage-border: #cfd6e6\nmessage-foreground: #547599\nmodal-backdrop: <<colour foreground>>\nmodal-background: <<colour background>>\nmodal-border: #999999\nmodal-footer-background: #f5f5f5\nmodal-footer-border: #dddddd\nmodal-header-border: #eeeeee\nmuted-foreground: #999999\nnotification-background: #ffffdd\nnotification-border: #999999\npage-background: #000\npre-background: #f5f5f5\npre-border: #cccccc\nprimary: #cc0000\nsidebar-button-foreground: <<colour foreground>>\nsidebar-controls-foreground-hover: #000000\nsidebar-controls-foreground: #ffffff\nsidebar-foreground-shadow: rgba(255,255,255, 0.0)\nsidebar-foreground: #acacac\nsidebar-muted-foreground-hover: #444444\nsidebar-muted-foreground: #c0c0c0\nsidebar-tab-background-selected: #000\nsidebar-tab-background: <<colour tab-background>>\nsidebar-tab-border-selected: <<colour tab-border-selected>>\nsidebar-tab-border: <<colour tab-border>>\nsidebar-tab-divider: <<colour tab-divider>>\nsidebar-tab-foreground-selected: \nsidebar-tab-foreground: <<colour tab-foreground>>\nsidebar-tiddler-link-foreground-hover: #ffbb99\nsidebar-tiddler-link-foreground: #cc0000\nstatic-alert-foreground: #aaaaaa\ntab-background-selected: #ffffff\ntab-background: #d8d8d8\ntab-border-selected: #d8d8d8\ntab-border: #cccccc\ntab-divider: #d8d8d8\ntab-foreground-selected: <<colour tab-foreground>>\ntab-foreground: #666666\ntable-border: #dddddd\ntable-footer-background: #a8a8a8\ntable-header-background: #f0f0f0\ntag-background: #ffbb99\ntag-foreground: #000\ntiddler-background: <<colour background>>\ntiddler-border: <<colour background>>\ntiddler-controls-foreground-hover: #888888\ntiddler-controls-foreground-selected: #444444\ntiddler-controls-foreground: #cccccc\ntiddler-editor-background: #f8f8f8\ntiddler-editor-border-image: #ffffff\ntiddler-editor-border: #cccccc\ntiddler-editor-fields-even: #e0e8e0\ntiddler-editor-fields-odd: #f0f4f0\ntiddler-info-background: #f8f8f8\ntiddler-info-border: #dddddd\ntiddler-info-tab-background: #f8f8f8\ntiddler-link-background: <<colour background>>\ntiddler-link-foreground: <<colour primary>>\ntiddler-subtitle-foreground: #c0c0c0\ntiddler-title-foreground: #cc0000\ntoolbar-new-button:\ntoolbar-options-button:\ntoolbar-save-button:\ntoolbar-info-button:\ntoolbar-edit-button:\ntoolbar-close-button:\ntoolbar-delete-button:\ntoolbar-cancel-button:\ntoolbar-done-button:\nuntagged-background: #999999\nvery-muted-foreground: #888888\n"
},
"$:/palettes/Vanilla": {
"title": "$:/palettes/Vanilla",
"name": "Vanilla",
"description": "Pale and unobtrusive",
"tags": "$:/tags/Palette",
"type": "application/x-tiddler-dictionary",
"text": "alert-background: #ffe476\nalert-border: #b99e2f\nalert-highlight: #881122\nalert-muted-foreground: #b99e2f\nbackground: #ffffff\nblockquote-bar: <<colour muted-foreground>>\ncode-background: #f7f7f9\ncode-border: #e1e1e8\ncode-foreground: #dd1144\ndownload-background: #34c734\ndownload-foreground: <<colour background>>\ndragger-background: <<colour foreground>>\ndragger-foreground: <<colour background>>\ndropdown-background: <<colour background>>\ndropdown-border: <<colour muted-foreground>>\ndropdown-tab-background-selected: #fff\ndropdown-tab-background: #ececec\ndropzone-background: rgba(0,200,0,0.7)\nexternal-link-background-hover: \nexternal-link-background-visited: \nexternal-link-background: \nexternal-link-foreground-hover: \nexternal-link-foreground-visited: #0000aa\nexternal-link-foreground: #0000ee\nforeground: #333333\nmessage-background: #ecf2ff\nmessage-border: #cfd6e6\nmessage-foreground: #547599\nmodal-backdrop: <<colour foreground>>\nmodal-background: <<colour background>>\nmodal-border: #999999\nmodal-footer-background: #f5f5f5\nmodal-footer-border: #dddddd\nmodal-header-border: #eeeeee\nmuted-foreground: #bbb\nnotification-background: #ffffdd\nnotification-border: #999999\npage-background: #ececec\npre-background: #f5f5f5\npre-border: #cccccc\nprimary: #5778d8\nsidebar-button-foreground: <<colour foreground>>\nsidebar-controls-foreground-hover: #000000\nsidebar-controls-foreground: #ffffff\nsidebar-foreground-shadow: rgba(255,255,255, 0.8)\nsidebar-foreground: #acacac\nsidebar-muted-foreground-hover: #444444\nsidebar-muted-foreground: #c0c0c0\nsidebar-tab-background-selected: #ececec\nsidebar-tab-background: <<colour tab-background>>\nsidebar-tab-border-selected: <<colour tab-border-selected>>\nsidebar-tab-border: <<colour tab-border>>\nsidebar-tab-divider: #e4e4e4\nsidebar-tab-foreground-selected: \nsidebar-tab-foreground: <<colour tab-foreground>>\nsidebar-tiddler-link-foreground-hover: #444444\nsidebar-tiddler-link-foreground: #999999\nstatic-alert-foreground: #aaaaaa\ntab-background-selected: #ffffff\ntab-background: #d8d8d8\ntab-border-selected: #d8d8d8\ntab-border: #cccccc\ntab-divider: #d8d8d8\ntab-foreground-selected: <<colour tab-foreground>>\ntab-foreground: #666666\ntable-border: #dddddd\ntable-footer-background: #a8a8a8\ntable-header-background: #f0f0f0\ntag-background: #d5ad34\ntag-foreground: #ffffff\ntiddler-background: <<colour background>>\ntiddler-border: <<colour background>>\ntiddler-controls-foreground-hover: #888888\ntiddler-controls-foreground-selected: #444444\ntiddler-controls-foreground: #cccccc\ntiddler-editor-background: #f8f8f8\ntiddler-editor-border-image: #ffffff\ntiddler-editor-border: #cccccc\ntiddler-editor-fields-even: #e0e8e0\ntiddler-editor-fields-odd: #f0f4f0\ntiddler-info-background: #f8f8f8\ntiddler-info-border: #dddddd\ntiddler-info-tab-background: #f8f8f8\ntiddler-link-background: <<colour background>>\ntiddler-link-foreground: <<colour primary>>\ntiddler-subtitle-foreground: #c0c0c0\ntiddler-title-foreground: #182955\ntoolbar-new-button:\ntoolbar-options-button:\ntoolbar-save-button:\ntoolbar-info-button:\ntoolbar-edit-button:\ntoolbar-close-button:\ntoolbar-delete-button:\ntoolbar-cancel-button:\ntoolbar-done-button:\nuntagged-background: #999999\nvery-muted-foreground: #888888\n"
},
"$:/core/templates/MOTW.html": {
"title": "$:/core/templates/MOTW.html",
"text": "\\rules only filteredtranscludeinline transcludeinline entity\n<!-- The following comment is called a MOTW comment and is necessary for the TiddlyIE Internet Explorer extension -->\n<!-- saved from url=(0021)http://tiddlywiki.com --> "
},
"$:/core/templates/alltiddlers.content": {
"title": "$:/core/templates/alltiddlers.content",
"text": "{{{ [!is[system]sort[title]] ||$:/core/templates/static-tiddler}}}"
},
"$:/core/templates/alltiddlers.template.html": {
"title": "$:/core/templates/alltiddlers.template.html",
"type": "text/vnd.tiddlywiki-html",
"text": "\\define tw-wikilink-template() #$uri_encoded$\n\\rules only filteredtranscludeinline transcludeinline\n<!doctype html>\n<html>\n<head>\n<meta http-equiv=\"Content-Type\" content=\"text/html;charset=utf-8\" />\n<meta name=\"generator\" content=\"TiddlyWiki\" />\n<meta name=\"tiddlywiki-version\" content=\"{{$:/core/templates/version}}\" />\n<meta name=\"format-detection\" content=\"telephone=no\">\n<link id=\"faviconLink\" rel=\"shortcut icon\" href=\"favicon.ico\">\n<title>{{$:/core/wiki/title}}</title>\n<div id=\"styleArea\">\n{{$:/boot/boot.css||$:/core/templates/css-tiddler}}\n</div>\n<style type=\"text/css\">\n{{$:/core/ui/PageStylesheet||$:/core/templates/wikified-tiddler}}\n</style>\n</head>\n<body class=\"tw-body\">\n{{$:/StaticBanner||$:/core/templates/html-tiddler}}\n<section class=\"story-river\">\n{{$:/core/templates/alltiddlers.content||$:/core/templates/html-tiddler}}\n</section>\n</body>\n</html>\n"
},
"$:/core/templates/canonical-uri-external-image": {
"title": "$:/core/templates/canonical-uri-external-image",
"text": "<!--\n\nThis template is used to assign the ''_canonical_uri'' field to external images.\n\nChange the `./images/` part to a different base URI. The URI can be relative or absolute.\n\n-->\n./images/<$view field=\"title\" format=\"doubleurlencoded\"/>"
},
"$:/core/templates/css-tiddler": {
"title": "$:/core/templates/css-tiddler",
"text": "<!--\n\nThis template is used for saving CSS tiddlers as a style tag with data attributes representing the tiddler fields.\n\n-->`<style`<$fields template=' data-tiddler-$name$=\"$encoded_value$\"'></$fields>` type=\"text/css\">`<$view field=\"text\" format=\"text\" />`</style>`"
},
"$:/core/templates/html-div-tiddler": {
"title": "$:/core/templates/html-div-tiddler",
"text": "<!--\n\nThis template is used for saving tiddlers as an HTML DIV tag with attributes representing the tiddler fields.\n\n-->`<div`<$fields template=' $name$=\"$encoded_value$\"'></$fields>`>\n<pre>`<$view field=\"text\" format=\"htmlencoded\" />`</pre>\n</div>`\n"
},
"$:/core/templates/html-tiddler": {
"title": "$:/core/templates/html-tiddler",
"text": "<!--\n\nThis template is used for saving tiddlers as raw HTML\n\n--><$view field=\"text\" format=\"htmlwikified\" />"
},
"$:/core/templates/javascript-tiddler": {
"title": "$:/core/templates/javascript-tiddler",
"text": "<!--\n\nThis template is used for saving JavaScript tiddlers as a script tag with data attributes representing the tiddler fields.\n\n-->`<script`<$fields template=' data-tiddler-$name$=\"$encoded_value$\"'></$fields>` type=\"text/javascript\">`<$view field=\"text\" format=\"text\" />`</script>`"
},
"$:/core/templates/module-tiddler": {
"title": "$:/core/templates/module-tiddler",
"text": "<!--\n\nThis template is used for saving JavaScript tiddlers as a script tag with data attributes representing the tiddler fields. The body of the tiddler is wrapped in a call to the `$tw.modules.define` function in order to define the body of the tiddler as a module\n\n-->`<script`<$fields template=' data-tiddler-$name$=\"$encoded_value$\"'></$fields>` type=\"text/javascript\" data-module=\"yes\">$tw.modules.define(\"`<$view field=\"title\" format=\"jsencoded\" />`\",\"`<$view field=\"module-type\" format=\"jsencoded\" />`\",function(module,exports,require) {`<$view field=\"text\" format=\"text\" />`});\n</script>`"
},
"$:/core/templates/plain-text-tiddler": {
"title": "$:/core/templates/plain-text-tiddler",
"text": "<$view field=\"text\" format=\"text\" />"
},
"$:/core/save/all": {
"title": "$:/core/save/all",
"text": "\\define saveTiddlerFilter()\n[is[tiddler]] -[prefix[$:/state/popup/]] -[[$:/boot/boot.css]] -[type[application/javascript]library[yes]] -[[$:/boot/boot.js]] -[[$:/boot/bootprefix.js]] +[sort[title]]\n\\end\n{{$:/core/templates/tiddlywiki5.html}}\n"
},
"$:/core/save/empty": {
"title": "$:/core/save/empty",
"text": "\\define saveTiddlerFilter()\n[is[system]] -[prefix[$:/state/popup/]] -[[$:/boot/boot.css]] -[type[application/javascript]library[yes]] -[[$:/boot/boot.js]] -[[$:/boot/bootprefix.js]] +[sort[title]]\n\\end\n{{$:/core/templates/tiddlywiki5.html}}\n"
},
"$:/core/save/lazy-images": {
"title": "$:/core/save/lazy-images",
"text": "\\define saveTiddlerFilter()\n[is[tiddler]] -[prefix[$:/state/popup/]] -[[$:/boot/boot.css]] -[type[application/javascript]library[yes]] -[[$:/boot/boot.js]] -[[$:/boot/bootprefix.js]] -[!is[system]is[image]] +[sort[title]] \n\\end\n{{$:/core/templates/tiddlywiki5.html}}\n"
},
"$:/core/templates/split-recipe": {
"title": "$:/core/templates/split-recipe",
"text": "<$list filter=\"[!is[system]]\">\ntiddler: <$view field=\"title\" format=\"urlencoded\"/>.tid\n</$list>\n"
},
"$:/core/templates/static-tiddler": {
"title": "$:/core/templates/static-tiddler",
"text": "<a name=<<currentTiddler>>>\n<$transclude tiddler=\"$:/core/ui/ViewTemplate\"/>\n</a>"
},
"$:/core/templates/static.area": {
"title": "$:/core/templates/static.area",
"text": "<$reveal type=\"nomatch\" state=\"$:/isEncrypted\" text=\"yes\">\n{{$:/core/templates/static.content||$:/core/templates/html-tiddler}}\n</$reveal>\n<$reveal type=\"match\" state=\"$:/isEncrypted\" text=\"yes\">\nThis file contains an encrypted ~TiddlyWiki. Enable ~JavaScript and enter the decryption password when prompted.\n</$reveal>\n"
},
"$:/core/templates/static.content": {
"title": "$:/core/templates/static.content",
"type": "text/vnd.tiddlywiki",
"text": "<!-- For Google, and people without JavaScript-->\nThis [[TiddlyWiki|http://tiddlywiki.com]] contains the following tiddlers:\n\n<ul>\n<$list filter=<<saveTiddlerFilter>>>\n<li><$view field=\"title\" format=\"text\"></$view></li>\n</$list>\n</ul>\n"
},
"$:/core/templates/static.template.css": {
"title": "$:/core/templates/static.template.css",
"text": "{{$:/boot/boot.css||$:/core/templates/plain-text-tiddler}}\n\n{{$:/core/ui/PageStylesheet||$:/core/templates/wikified-tiddler}}\n"
},
"$:/core/templates/static.template.html": {
"title": "$:/core/templates/static.template.html",
"type": "text/vnd.tiddlywiki-html",
"text": "\\define tw-wikilink-template() static/$uri_doubleencoded$.html\n\\rules only filteredtranscludeinline transcludeinline\n<!doctype html>\n<html>\n<head>\n<meta http-equiv=\"Content-Type\" content=\"text/html;charset=utf-8\" />\n<meta name=\"generator\" content=\"TiddlyWiki\" />\n<meta name=\"tiddlywiki-version\" content=\"{{$:/core/templates/version}}\" />\n<meta name=\"format-detection\" content=\"telephone=no\">\n<link id=\"faviconLink\" rel=\"shortcut icon\" href=\"favicon.ico\">\n<title>{{$:/core/wiki/title}}</title>\n<div id=\"styleArea\">\n{{$:/boot/boot.css||$:/core/templates/css-tiddler}}\n</div>\n<style type=\"text/css\">\n{{$:/core/ui/PageStylesheet||$:/core/templates/wikified-tiddler}}\n</style>\n</head>\n<body class=\"tw-body\">\n{{$:/StaticBanner||$:/core/templates/html-tiddler}}\n{{$:/core/ui/PageTemplate||$:/core/templates/html-tiddler}}\n</body>\n</html>\n"
},
"$:/core/templates/static.tiddler.html": {
"title": "$:/core/templates/static.tiddler.html",
"text": "\\define tw-wikilink-template() $uri_doubleencoded$.html\n`<!doctype html>\n<html>\n<head>\n<meta http-equiv=\"Content-Type\" content=\"text/html;charset=utf-8\" />\n<meta name=\"generator\" content=\"TiddlyWiki\" />\n<meta name=\"tiddlywiki-version\" content=\"`{{$:/core/templates/version}}`\" />\n<meta name=\"format-detection\" content=\"telephone=no\">\n<link id=\"faviconLink\" rel=\"shortcut icon\" href=\"favicon.ico\">\n<link rel=\"stylesheet\" href=\"static.css\">\n<title>`{{$:/core/wiki/title}}`</title>\n</head>\n<body class=\"tw-body\">\n`{{$:/StaticBanner||$:/core/templates/html-tiddler}}`\n<section class=\"story-river\">\n`<$importvariables filter=\"[[$:/core/ui/PageMacros]] [all[shadows+tiddlers]tag[$:/tags/Macro]!has[draft.of]]\">\n<$view tiddler=\"$:/core/ui/ViewTemplate\" format=\"htmlwikified\"/>\n</$importvariables>`\n</section>\n</body>\n</html>\n`"
},
"$:/core/templates/store.area.template.html": {
"title": "$:/core/templates/store.area.template.html",
"text": "<$reveal type=\"nomatch\" state=\"$:/isEncrypted\" text=\"yes\">\n`<div id=\"storeArea\" style=\"display:none;\">`\n<$list filter=<<saveTiddlerFilter>> template=\"$:/core/templates/html-div-tiddler\"/>\n`</div>`\n</$reveal>\n<$reveal type=\"match\" state=\"$:/isEncrypted\" text=\"yes\">\n`<!--~~ Encrypted tiddlers ~~-->`\n`<pre id=\"encryptedStoreArea\" type=\"text/plain\" style=\"display:none;\">`\n<$encrypt filter=<<saveTiddlerFilter>>/>\n`</pre>`\n</$reveal>"
},
"$:/core/templates/tid-tiddler": {
"title": "$:/core/templates/tid-tiddler",
"text": "<!--\n\nThis template is used for saving tiddlers in TiddlyWeb *.tid format\n\n--><$fields exclude='text bag' template='$name$: $value$\n'></$fields>`\n`<$view field=\"text\" format=\"text\" />"
},
"$:/core/templates/tiddler-metadata": {
"title": "$:/core/templates/tiddler-metadata",
"text": "<!--\n\nThis template is used for saving tiddler metadata *.meta files\n\n--><$fields exclude='text bag' template='$name$: $value$\n'></$fields>"
},
"$:/core/templates/tiddlywiki5.html": {
"title": "$:/core/templates/tiddlywiki5.html",
"text": "\\rules only filteredtranscludeinline transcludeinline\n<!doctype html>\n{{$:/core/templates/MOTW.html}}<html>\n<head>\n<meta http-equiv=\"X-UA-Compatible\" content=\"IE=edge\" />\t\t<!-- Force IE standards mode for Intranet and HTA - should be the first meta -->\n<meta http-equiv=\"Content-Type\" content=\"text/html;charset=utf-8\" />\n<meta name=\"application-name\" content=\"TiddlyWiki\" />\n<meta name=\"generator\" content=\"TiddlyWiki\" />\n<meta name=\"tiddlywiki-version\" content=\"{{$:/core/templates/version}}\" />\n<meta name=\"viewport\" content=\"width=device-width, initial-scale=1.0\" />\n<meta name=\"apple-mobile-web-app-capable\" content=\"yes\" />\n<meta name=\"apple-mobile-web-app-status-bar-style\" content=\"black-translucent\" />\n<meta name=\"format-detection\" content=\"telephone=no\" />\n<meta name=\"copyright\" content=\"{{$:/core/copyright.txt}}\" />\n<link id=\"faviconLink\" rel=\"shortcut icon\" href=\"favicon.ico\">\n<title>{{$:/core/wiki/title}}</title>\n<!--~~ This is a Tiddlywiki file. The points of interest in the file are marked with this pattern ~~-->\n\n<!--~~ Raw markup ~~-->\n{{{ [all[shadows+tiddlers]tag[$:/core/wiki/rawmarkup]] [all[shadows+tiddlers]tag[$:/tags/RawMarkup]] ||$:/core/templates/plain-text-tiddler}}}\n</head>\n<body class=\"tw-body\">\n<!--~~ Static styles ~~-->\n<div id=\"styleArea\">\n{{$:/boot/boot.css||$:/core/templates/css-tiddler}}\n</div>\n<!--~~ Static content for Google and browsers without JavaScript ~~-->\n<noscript>\n<div id=\"splashArea\">\n{{$:/core/templates/static.area}}\n</div>\n</noscript>\n<!--~~ Ordinary tiddlers ~~-->\n{{$:/core/templates/store.area.template.html}}\n<!--~~ Library modules ~~-->\n<div id=\"libraryModules\" style=\"display:none;\">\n{{{ [is[system]type[application/javascript]library[yes]] ||$:/core/templates/javascript-tiddler}}}\n</div>\n<!--~~ Boot kernel prologue ~~-->\n<div id=\"bootKernelPrefix\" style=\"display:none;\">\n{{ $:/boot/bootprefix.js ||$:/core/templates/javascript-tiddler}}\n</div>\n<!--~~ Boot kernel ~~-->\n<div id=\"bootKernel\" style=\"display:none;\">\n{{ $:/boot/boot.js ||$:/core/templates/javascript-tiddler}}\n</div>\n</body>\n</html>\n"
},
"$:/core/templates/version": {
"title": "$:/core/templates/version",
"text": "<<version>>"
},
"$:/core/templates/wikified-tiddler": {
"title": "$:/core/templates/wikified-tiddler",
"text": "<$transclude />"
},
"$:/core/ui/AdvancedSearch/Filter": {
"title": "$:/core/ui/AdvancedSearch/Filter",
"tags": "$:/tags/AdvancedSearch",
"caption": "{{$:/language/Search/Filter/Caption}}",
"text": "\\define lingo-base() $:/language/Search/\n<$linkcatcher to=\"$:/temp/advancedsearch\">\n\n<<lingo Filter/Hint>>\n\n<div class=\"tw-search tw-advanced-search\"><$edit-text tiddler=\"$:/temp/advancedsearch\" type=\"search\" tag=\"input\"/> <$button popup=<<qualify \"$:/state/filterDropdown\">> class=\"btn-invisible\">{{$:/core/images/down-arrow}}</$button> <$reveal state=\"$:/temp/advancedsearch\" type=\"nomatch\" text=\"\"> <$link to=\"\" class=\"btn-invisible\">{{$:/core/images/close-button}}</$link></$reveal></div>\n\n<div class=\"tw-block-dropdown-wrapper\">\n<$reveal state=<<qualify \"$:/state/filterDropdown\">> type=\"nomatch\" text=\"\" default=\"\">\n<div class=\"tw-block-dropdown tw-edit-type-dropdown\">\n<$list filter=\"[all[shadows+tiddlers]tag[$:/tags/Filter]]\"><$link to={{!!filter}}><$transclude field=\"description\"/></$link>\n</$list>\n</div>\n</$reveal>\n</div>\n\n</$linkcatcher>\n\n<$reveal state=\"$:/temp/advancedsearch\" type=\"nomatch\" text=\"\">\n<div class=\"tw-search-results\">\n<<lingo Filter/Matches>>\n<$list filter={{$:/temp/advancedsearch}} template=\"$:/core/ui/ListItemTemplate\"/>\n</div>\n</$reveal>\n"
},
"$:/core/ui/AdvancedSearch/Shadows": {
"title": "$:/core/ui/AdvancedSearch/Shadows",
"tags": "$:/tags/AdvancedSearch",
"caption": "{{$:/language/Search/Shadows/Caption}}",
"text": "\\define lingo-base() $:/language/Search/\n<$linkcatcher to=\"$:/temp/advancedsearch\">\n\n<<lingo Shadows/Hint>>\n\n<div class=\"tw-search\"><$edit-text tiddler=\"$:/temp/advancedsearch\" type=\"search\" tag=\"input\"/><$reveal state=\"$:/temp/advancedsearch\" type=\"nomatch\" text=\"\"> <$link to=\"\" class=\"btn-invisible\">{{$:/core/images/close-button}}</$link></$reveal></div>\n\n</$linkcatcher>\n\n<$reveal state=\"$:/temp/advancedsearch\" type=\"nomatch\" text=\"\">\n\n<div class=\"tw-search-results\">\n\n<<lingo Shadows/Matches>>\n\n<$list filter=\"[all[shadows]search{$:/temp/advancedsearch}sort[title]limit[250]]\" template=\"$:/core/ui/ListItemTemplate\"/>\n\n</div>\n\n</$reveal>\n\n<$reveal state=\"$:/temp/advancedsearch\" type=\"match\" text=\"\">\n\n</$reveal>\n"
},
"$:/core/ui/AdvancedSearch/Standard": {
"title": "$:/core/ui/AdvancedSearch/Standard",
"tags": "$:/tags/AdvancedSearch",
"caption": "{{$:/language/Search/Standard/Caption}}",
"text": "\\define lingo-base() $:/language/Search/\n<$linkcatcher to=\"$:/temp/advancedsearch\">\n\n<<lingo Standard/Hint>>\n\n<div class=\"tw-search\"><$edit-text tiddler=\"$:/temp/advancedsearch\" type=\"search\" tag=\"input\"/><$reveal state=\"$:/temp/advancedsearch\" type=\"nomatch\" text=\"\"> <$link to=\"\" class=\"btn-invisible\">{{$:/core/images/close-button}}</$link></$reveal></div>\n\n</$linkcatcher>\n\n<$reveal state=\"$:/temp/advancedsearch\" type=\"nomatch\" text=\"\">\n\n<div class=\"tw-search-results\">\n\n<<lingo Standard/Matches>>\n\n<$list filter=\"[!is[system]search{$:/temp/advancedsearch}sort[title]limit[250]]\" template=\"$:/core/ui/ListItemTemplate\"/>\n\n</div>\n\n</$reveal>\n\n<$reveal state=\"$:/temp/advancedsearch\" type=\"match\" text=\"\">\n\n</$reveal>\n"
},
"$:/core/ui/AdvancedSearch/System": {
"title": "$:/core/ui/AdvancedSearch/System",
"tags": "$:/tags/AdvancedSearch",
"caption": "{{$:/language/Search/System/Caption}}",
"text": "\\define lingo-base() $:/language/Search/\n<$linkcatcher to=\"$:/temp/advancedsearch\">\n\n<<lingo System/Hint>>\n\n<div class=\"tw-search\"><$edit-text tiddler=\"$:/temp/advancedsearch\" type=\"search\" tag=\"input\"/><$reveal state=\"$:/temp/advancedsearch\" type=\"nomatch\" text=\"\"> <$link to=\"\" class=\"btn-invisible\">{{$:/core/images/close-button}}</$link></$reveal></div>\n\n</$linkcatcher>\n\n<$reveal state=\"$:/temp/advancedsearch\" type=\"nomatch\" text=\"\">\n\n<div class=\"tw-search-results\">\n\n<<lingo System/Matches>>\n\n<$list filter=\"[is[system]search{$:/temp/advancedsearch}sort[title]limit[250]]\" template=\"$:/core/ui/ListItemTemplate\"/>\n\n</div>\n\n</$reveal>\n\n<$reveal state=\"$:/temp/advancedsearch\" type=\"match\" text=\"\">\n\n</$reveal>\n"
},
"$:/AdvancedSearch": {
"title": "$:/AdvancedSearch",
"text": "<div class=\"tw-advanced-search\">\n<<tabs \"[all[shadows+tiddlers]tag[$:/tags/AdvancedSearch]!has[draft.of]]\" \"$:/core/ui/AdvancedSearch/System\">>\n</div>\n"
},
"$:/core/ui/AlertTemplate": {
"title": "$:/core/ui/AlertTemplate",
"text": "<div class=\"tw-alert\">\n<div class=\"tw-alert-toolbar\">\n<$button message=\"tw-delete-tiddler\" class=\"btn-invisible\">\n{{$:/core/images/delete-button}}</$button>\n</div>\n<div class=\"tw-alert-subtitle\">\n<$view field=\"component\"/> - <$view field=\"modified\" format=\"date\" template=\"0hh:0mm:0ss DD MM YYYY\"/> <$reveal type=\"nomatch\" state=\"!!count\" text=\"\"><span class=\"tw-alert-highlight\">(count: <$view field=\"count\"/>)</span></$reveal>\n</div>\n<div class=\"tw-alert-body\">\n\n<$transclude/>\n\n</div>\n</div>\n"
},
"$:/core/ui/BinaryWarning": {
"title": "$:/core/ui/BinaryWarning",
"text": "\\define lingo-base() $:/language/BinaryWarning/\n<div class=\"tw-binary-warning\">\n\n<<lingo Prompt>>\n\n</div>\n"
},
"$:/core/ui/ControlPanel/Advanced/EditorTypes": {
"title": "$:/core/ui/ControlPanel/Advanced/EditorTypes",
"tags": "$:/tags/ControlPanel/Advanced",
"caption": "{{$:/language/ControlPanel/Advanced/EditorTypes/Caption}}",
"text": "\\define lingo-base() $:/language/ControlPanel/Advanced/EditorTypes/\n\n<<lingo Hint>>\n\n<table>\n<tbody>\n<tr>\n<th><<lingo Type/Caption>></th>\n<th><<lingo Editor/Caption>></th>\n</tr>\n<$list filter=\"[all[shadows+tiddlers]prefix[$:/config/EditorTypeMappings/]sort[title]]\">\n<tr>\n<td>\n<$link>\n<$list filter=\"[all[current]removeprefix[$:/config/EditorTypeMappings/]]\">\n<$text text={{!!title}}/>\n</$list>\n</$link>\n</td>\n<td>\n<$view field=\"text\"/>\n</td>\n</tr>\n</$list>\n</tbody>\n</table>\n"
},
"$:/core/ui/ControlPanel/Advanced/LoadedModules": {
"title": "$:/core/ui/ControlPanel/Advanced/LoadedModules",
"tags": "$:/tags/ControlPanel/Advanced",
"caption": "{{$:/language/ControlPanel/Advanced/LoadedModules/Caption}}",
"text": "\\define lingo-base() $:/language/ControlPanel/Advanced/\n<<lingo LoadedModules/Hint>>\n\n{{$:/snippets/modules}}\n"
},
"$:/core/ui/ControlPanel/Advanced/Settings/NavigationAddressBar": {
"title": "$:/core/ui/ControlPanel/Advanced/Settings/NavigationAddressBar",
"tags": "$:/tags/ControlPanel/Advanced/Settings",
"caption": "{{$:/language/ControlPanel/Advanced/Settings/NavigationAddressBar/Caption}}",
"text": "\\define lingo-base() $:/language/ControlPanel/Advanced/Settings/NavigationAddressBar/\n\n<$link to=\"$:/config/Navigation/UpdateAddressBar\"><<lingo Hint>></$link>\n\n<$radio tiddler=\"$:/config/Navigation/UpdateAddressBar\" value=\"permaview\"> <<lingo Permaview/Description>> </$radio>\n\n<$radio tiddler=\"$:/config/Navigation/UpdateAddressBar\" value=\"permalink\"> <<lingo Permalink/Description>> </$radio>\n\n<$radio tiddler=\"$:/config/Navigation/UpdateAddressBar\" value=\"no\"> <<lingo No/Description>> </$radio>\n"
},
"$:/core/ui/ControlPanel/Advanced/Settings/NavigationHistory": {
"title": "$:/core/ui/ControlPanel/Advanced/Settings/NavigationHistory",
"tags": "$:/tags/ControlPanel/Advanced/Settings",
"caption": "{{$:/language/ControlPanel/Advanced/Settings/NavigationHistory/Caption}}",
"text": "\\define lingo-base() $:/language/ControlPanel/Advanced/Settings/NavigationHistory/\n<$link to=\"$:/config/Navigation/UpdateHistory\"><<lingo Hint>></$link>\n\n<$radio tiddler=\"$:/config/Navigation/UpdateHistory\" value=\"yes\"> <<lingo Yes/Description>> </$radio>\n\n<$radio tiddler=\"$:/config/Navigation/UpdateHistory\" value=\"no\"> <<lingo No/Description>> </$radio>\n"
},
"$:/core/ui/ControlPanel/Advanced/Settings": {
"title": "$:/core/ui/ControlPanel/Advanced/Settings",
"tags": "$:/tags/ControlPanel/Advanced",
"caption": "{{$:/language/ControlPanel/Advanced/Settings/Caption}}",
"text": "\\define lingo-base() $:/language/ControlPanel/Advanced/Settings/\n\n<<lingo Hint>>\n\n<$list filter=\"[all[shadows+tiddlers]tag[$:/tags/ControlPanel/Advanced/Settings]]\">\n\n<div style=\"border-top:1px solid #eee;\">\n\n!! <$link><$transclude field=\"caption\"/></$link>\n\n<$transclude/>\n\n</div>\n\n</$list>\n"
},
"$:/core/ui/ControlPanel/Advanced/TiddlerFields": {
"title": "$:/core/ui/ControlPanel/Advanced/TiddlerFields",
"tags": "$:/tags/ControlPanel/Advanced",
"caption": "{{$:/language/ControlPanel/Advanced/TiddlerFields/Caption}}",
"text": "\\define lingo-base() $:/language/ControlPanel/Advanced/\n\n<<lingo TiddlerFields/Hint>>\n\n{{$:/snippets/allfields}}"
},
"$:/core/ui/ControlPanel/Advanced": {
"title": "$:/core/ui/ControlPanel/Advanced",
"tags": "$:/tags/ControlPanel",
"caption": "{{$:/language/ControlPanel/Advanced/Caption}}",
"text": "{{$:/language/ControlPanel/Advanced/Hint}}\n\n<div class=\"tw-control-panel\">\n<<tabs \"[all[shadows+tiddlers]tag[$:/tags/ControlPanel/Advanced]!has[draft.of]]\" \"$:/core/ui/ControlPanel/Advanced/TiddlerFields\">>\n</div>\n"
},
"$:/core/ui/ControlPanel/Appearance/Palette": {
"title": "$:/core/ui/ControlPanel/Appearance/Palette",
"tags": "$:/tags/ControlPanel/Appearance",
"caption": "{{$:/language/ControlPanel/Appearance/Palette/Caption}}",
"text": "\\define lingo-base() $:/language/ControlPanel/Appearance/Palette/\n\n{{$:/snippets/paletteswitcher}}\n\n<$reveal type=\"nomatch\" state=\"$:/state/ShowPaletteEditor\" text=\"yes\">\n\n<$button set=\"$:/state/ShowPaletteEditor\" setTo=\"yes\"><<lingo ShowEditor/Caption>></$button>\n\n</$reveal>\n\n<$reveal type=\"match\" state=\"$:/state/ShowPaletteEditor\" text=\"yes\">\n\n<$button set=\"$:/state/ShowPaletteEditor\" setTo=\"no\"><<lingo HideEditor/Caption>></$button>\n{{$:/snippets/paletteeditor}}\n\n</$reveal>\n\n"
},
"$:/core/ui/ControlPanel/Appearance/StoryView": {
"title": "$:/core/ui/ControlPanel/Appearance/StoryView",
"tags": "$:/tags/ControlPanel/Appearance",
"caption": "{{$:/language/ControlPanel/Appearance/StoryView/Caption}}",
"text": "{{$:/snippets/viewswitcher}}\n"
},
"$:/core/ui/ControlPanel/Appearance/Theme": {
"title": "$:/core/ui/ControlPanel/Appearance/Theme",
"tags": "$:/tags/ControlPanel/Appearance",
"caption": "{{$:/language/ControlPanel/Appearance/Theme/Caption}}",
"text": "{{$:/snippets/themeswitcher}}\n"
},
"$:/core/ui/ControlPanel/Appearance": {
"title": "$:/core/ui/ControlPanel/Appearance",
"tags": "$:/tags/ControlPanel",
"caption": "{{$:/language/ControlPanel/Appearance/Caption}}",
"text": "{{$:/language/ControlPanel/Appearance/Hint}}\n\n<div class=\"tw-control-panel\">\n<<tabs \"[all[shadows+tiddlers]tag[$:/tags/ControlPanel/Appearance]!has[draft.of]]\" \"$:/core/ui/ControlPanel/Appearance/Theme\">>\n</div>\n"
},
"$:/core/ui/ControlPanel/Basics": {
"title": "$:/core/ui/ControlPanel/Basics",
"tags": "$:/tags/ControlPanel",
"caption": "{{$:/language/ControlPanel/Basics/Caption}}",
"text": "\\define lingo-base() $:/language/ControlPanel/Basics/\n|<<lingo Version/Prompt>> |''<<version>>'' |\n|<$link to=\"$:/SiteTitle\"><<lingo Title/Prompt>></$link> |<$edit-text tiddler=\"$:/SiteTitle\" default=\"\" tag=\"input\"/> |\n|<$link to=\"$:/SiteSubtitle\"><<lingo Subtitle/Prompt>></$link> |<$edit-text tiddler=\"$:/SiteSubtitle\" default=\"\" tag=\"input\"/> |\n|<$link to=\"$:/status/UserName\"><<lingo Username/Prompt>></$link> |<$edit-text tiddler=\"$:/status/UserName\" default=\"\" tag=\"input\"/> |\n|<$link to=\"$:/config/AnimationDuration\"><<lingo AnimDuration/Prompt>></$link> |<$edit-text tiddler=\"$:/config/AnimationDuration\" default=\"\" tag=\"input\"/> |\n|<$link to=\"$:/DefaultTiddlers\"><<lingo DefaultTiddlers/Prompt>></$link> |<<lingo DefaultTiddlers/TopHint>><br> <$edit-text tag=\"textarea\" tiddler=\"$:/DefaultTiddlers\"/><br>//<<lingo DefaultTiddlers/BottomHint>>// |\n|<<lingo Language/Prompt>> |{{$:/snippets/minilanguageswitcher}} |\n|<<lingo Tiddlers/Prompt>> |''<$count filter=\"[!is[system]]\"/>'' |\n|<<lingo Tags/Prompt>> |''<$count filter=\"[tags[]]\"/>'' |\n|<<lingo SystemTiddlers/Prompt>> |''<$count filter=\"[is[system]]\"/>'' |\n|<<lingo ShadowTiddlers/Prompt>> |''<$count filter=\"[all[shadows]]\"/>'' |\n|<<lingo OverriddenShadowTiddlers/Prompt>> |''<$count filter=\"[is[tiddler]is[shadow]]\"/>'' |\n"
},
"$:/core/ui/ControlPanel/Plugins": {
"title": "$:/core/ui/ControlPanel/Plugins",
"tags": "$:/tags/ControlPanel",
"caption": "{{$:/language/ControlPanel/Plugins/Caption}}",
"text": "\\define lingo-base() $:/language/ControlPanel/Plugins/\n\\define plugin-table(type)\n<table>\n<tbody>\n<tr>\n<th>\n<<lingo Fields/Description>>\n</th>\n<th>\n<<lingo Fields/Version>>\n</th>\n</tr>\n<$list filter=\"[!has[draft.of]plugin-type[$type$]sort[description]]\">\n<tr>\n<td>\n<$link to={{!!title}}>\n''<$view field=\"description\"><$view field=\"title\"/></$view>''<br>\n<$view field=\"title\"/>\n</$link>\n</td>\n<td>\n<$view field=\"version\"/>\n</td>\n</tr>\n</$list>\n</tbody>\n</table>\n\\end\n\n! <<lingo Plugin/Prompt>>\n\n<<plugin-table plugin>>\n\n! <<lingo Theme/Prompt>>\n\n<<plugin-table theme>>\n\n! <<lingo Language/Prompt>>\n\n<<plugin-table language>>\n"
},
"$:/core/ui/ControlPanel/Saving": {
"title": "$:/core/ui/ControlPanel/Saving",
"tags": "$:/tags/ControlPanel",
"caption": "{{$:/language/ControlPanel/Saving/Caption}}",
"text": "\\define lingo-base() $:/language/ControlPanel/Saving/\n\\define backupURL()\nhttp://$(userName)$.tiddlyspot.com/backup/\n\\end\n\\define backupLink()\n<$reveal type=\"nomatch\" state=\"$:/UploadName\" text=\"\">\n<$set name=\"userName\" value={{$:/UploadName}}>\n<a href=<<backupURL>>><$macrocall $name=\"backupURL\" $type=\"text/plain\" $output=\"text/plain\"/></a>\n</$set>\n</$reveal>\n\\end\n! <<lingo Saving/Heading>>\n\n|<<lingo AutoSave>> |{{$:/snippets/autosavestatus}} |\n\n! <<lingo TiddlySpot/Heading>>\n\n|<<lingo TiddlySpot/UserName>> |<$edit-text tiddler=\"$:/UploadName\" default=\"\" tag=\"input\"/> |\n|<<lingo TiddlySpot/Password>> |<$password name=\"upload\"/> |\n|<<lingo TiddlySpot/Backups>> |<<backupLink>> |\n\n!! <<lingo TiddlySpot/Advanced/Heading>>\n\n|<<lingo TiddlySpot/ServerURL>> |<$edit-text tiddler=\"$:/UploadURL\" default=\"\" tag=\"input\"/> |\n|<<lingo TiddlySpot/Filename>> |<$edit-text tiddler=\"$:/UploadFilename\" default=\"index.html\" tag=\"input\"/> |\n|<<lingo TiddlySpot/UploadDir>> |<$edit-text tiddler=\"$:/UploadDir\" default=\".\" tag=\"input\"/> |\n|<<lingo TiddlySpot/BackupDir>> |<$edit-text tiddler=\"$:/UploadBackupDir\" default=\".\" tag=\"input\"/> |\n\n<<lingo TiddlySpot/Hint>>\n\n"
},
"$:/core/ui/ControlPanel/Tools": {
"title": "$:/core/ui/ControlPanel/Tools",
"tags": "$:/tags/ControlPanel",
"caption": "{{$:/language/ControlPanel/Tools/Caption}}",
"text": "\\define lingo-base() $:/language/ControlPanel/Tools/\n! <<lingo Import/Heading>>\n\n<$browse/>\n\n<<lingo Import/Hint>>\n\n! <<lingo Export/Heading>>\n\n<$button message=\"tw-download-file\" param=\"$:/core/templates/alltiddlers.template.html\" class=\"btn-big-green\"><<lingo Export/AllAsStaticHTML/Caption>> {{$:/core/images/save-button}}</$button>\n\n! <<lingo Encryption/Heading>>\n\n{{$:/snippets/encryptionstatus}}\n"
},
"$:/ControlPanel": {
"title": "$:/ControlPanel",
"text": "<div class=\"tw-control-panel\">\n<<tabs \"[all[shadows+tiddlers]tag[$:/tags/ControlPanel]!has[draft.of]]\" \"$:/core/ui/ControlPanel/Basics\">>\n</div>\n"
},
"$:/core/ui/EditTemplate/body": {
"title": "$:/core/ui/EditTemplate/body",
"tags": "$:/tags/EditTemplate",
"text": "\\define lingo-base() $:/language/EditTemplate/Body/\n<$list filter=\"[is[current]has[_canonical_uri]]\">\n\n<div class=\"tw-message-box\">\n\n<<lingo External/Hint>>\n\n<a href={{!!_canonical_uri}}><$text text={{!!_canonical_uri}}/></a>\n\n<$edit-text field=\"_canonical_uri\" class=\"tw-edit-fields\"></$edit-text>\n\n</div>\n\n</$list>\n\n<$list filter=\"[is[current]!has[_canonical_uri]]\">\n\n<$reveal state=\"$:/state/showeditpreview\" type=\"match\" text=\"yes\">\n\n<em class=\"tw-edit\"><<lingo Hint>></em> <$button type=\"set\" set=\"$:/state/showeditpreview\" setTo=\"no\"><<lingo Preview/Button/Hide>></$button>\n\n<div class=\"tw-tiddler-preview\">\n<div class=\"tw-tiddler-preview-preview\">\n\n<$transclude />\n\n</div>\n\n<div class=\"tw-tiddler-preview-edit\">\n<$edit field=\"text\" class=\"tw-edit-texteditor\" placeholder={{$:/language/EditTemplate/Body/Placeholder}}/>\n\n</div>\n\n</div>\n\n</$reveal>\n\n<$reveal state=\"$:/state/showeditpreview\" type=\"nomatch\" text=\"yes\">\n\n<em class=\"tw-edit\"><<lingo Hint>></em> <$button type=\"set\" set=\"$:/state/showeditpreview\" setTo=\"yes\"><<lingo Preview/Button/Show>></$button>\n<$edit field=\"text\" class=\"tw-edit-texteditor\" placeholder={{$:/language/EditTemplate/Body/Placeholder}}/>\n\n</$reveal>\n\n</$list>\n"
},
"$:/core/ui/EditTemplate/controls": {
"title": "$:/core/ui/EditTemplate/controls",
"tags": "$:/tags/EditTemplate",
"text": "<span class=\"tw-tiddler-controls titlebar\"> <$list filter=\"[all[shadows+tiddlers]tag[$:/tags/EditToolbar]!has[draft.of]]\" variable=\"listItem\"><$transclude tiddler=<<listItem>>/></$list> </span>\n"
},
"$:/core/ui/EditTemplate/fields": {
"title": "$:/core/ui/EditTemplate/fields",
"tags": "$:/tags/EditTemplate",
"text": "\\define lingo-base() $:/language/EditTemplate/\n<$fieldmangler>\n<div class=\"tw-edit-fields\">\n<table class=\"tw-edit-fields\">\n<tbody>\n<$list filter=\"[all[current]fields[]] -title -tags -text -creator -created -modified -modifier -type -[[draft.title]] -[[draft.of]] +[sort[title]]\" variable=\"currentField\">\n<tr class=\"tw-edit-field\">\n<td class=\"tw-edit-field-name\">\n<$text text=<<currentField>>/>:</td>\n<td class=\"tw-edit-field-value\">\n<$edit-text tiddler=<<currentTiddler>> field=<<currentField>> placeholder={{$:/language/EditTemplate/Fields/Add/Value/Placeholder}}/>\n</td>\n<td class=\"tw-edit-field-remove\">\n<$button message=\"tw-remove-field\" param=<<currentField>> class=\"btn-invisible\">{{$:/core/images/delete-button}}</$button>\n</td>\n</tr>\n</$list>\n</tbody>\n</table>\n</div>\n\n<div class=\"tw-edit-field-add\">\n<em class=\"tw-edit\">\n<<lingo Fields/Add/Prompt>>\n</em> <span class=\"tw-edit-field-add-name\">\n<$edit-text tiddler=\"$:/temp/newfieldname\" tag=\"input\" default=\"\" placeholder={{$:/language/EditTemplate/Fields/Add/Name/Placeholder}} class=\"tw-edit-texteditor\"/>\n</span> <span class=\"tw-edit-field-add-button\">\n<$button message=\"tw-add-field\" param={{$:/temp/newfieldname}} set=\"$:/temp/newfieldname\" setTo=\"\" class=\"\">\n<<lingo Fields/Add/Button>>\n</$button>\n</span>\n</div>\n\n</$fieldmangler>\n"
},
"$:/core/ui/EditTemplate/shadow": {
"title": "$:/core/ui/EditTemplate/shadow",
"tags": "$:/tags/EditTemplate",
"text": "\\define lingo-base() $:/language/EditTemplate/Shadow/\n<$list filter=\"[all[current]get[draft.of]is[shadow]!is[tiddler]]\">\n<div class=\"tw-message-box\">\n\n<<lingo Warning>>\n\n</div>\n</$list>\n\n<$list filter=\"[all[current]get[draft.of]is[shadow]is[tiddler]]\">\n<div class=\"tw-message-box\">\n\n<<lingo OverriddenWarning>>\n\n</div>\n</$list>\n"
},
"$:/core/ui/EditTemplate/tags": {
"title": "$:/core/ui/EditTemplate/tags",
"tags": "$:/tags/EditTemplate",
"text": "\\define lingo-base() $:/language/EditTemplate/\n\\define tag-styles()\nbackground-color:$(backgroundColor)$;\n\\end\n<div class=\"tw-edit-tags\">\n<$fieldmangler>\n<$list filter=\"[all[current]tags[]sort[title]]\" storyview=\"pop\"><$set name=\"backgroundColor\" value={{!!color}}><span style=<<tag-styles>> class=\"tw-tag-label\">\n<$view field=\"title\" format=\"text\" />\n<$button message=\"tw-remove-tag\" param={{!!title}} class=\"btn-invisible tw-remove-tag-button\">×</$button></span>\n</$set>\n</$list>\n\n<div class=\"tw-edit-add-tag\">\n<span class=\"tw-add-tag-name\">\n<$edit-text tiddler=\"$:/temp/NewTagName\" tag=\"input\" default=\"\" placeholder={{$:/language/EditTemplate/Tags/Add/Placeholder}} focusPopup=<<qualify \"$:/state/popup/tags-auto-complete\">> class=\"tw-edit-texteditor\"/>\n</span> <$button popup=<<qualify \"$:/state/popup/tags-auto-complete\">> class=\"btn-invisible btn-dropdown\">{{$:/core/images/down-arrow}}</$button> <span class=\"tw-add-tag-button\">\n<$button message=\"tw-add-tag\" param={{$:/temp/NewTagName}} set=\"$:/temp/NewTagName\" setTo=\"\" class=\"\">\n<<lingo Tags/Add/Button>>\n</$button>\n</span>\n</div>\n\n<div class=\"tw-block-dropdown-wrapper\">\n\n<$reveal state=<<qualify \"$:/state/popup/tags-auto-complete\">> type=\"nomatch\" text=\"\" default=\"\">\n\n<div class=\"tw-block-dropdown\">\n\n<$linkcatcher set=\"$:/temp/NewTagName\" setTo=\"\" message=\"tw-add-tag\">\n<$list filter=\"[!is[shadow]tags[]search{$:/temp/NewTagName}sort[title]]\">\n<$link>\n<$set name=\"backgroundColor\" value={{!!color}}>\n<span style=<<tag-styles>> class=\"tw-tag-label\">\n<$view field=\"title\" format=\"text\"/>\n</span>\n</$set>\n</$link>\n</$list>\n</$linkcatcher>\n\n</div>\n\n</$reveal>\n</div>\n</$fieldmangler>\n</div>"
},
"$:/core/ui/EditTemplate/title": {
"title": "$:/core/ui/EditTemplate/title",
"tags": "$:/tags/EditTemplate",
"text": "<$view field=\"title\"/>\n\n<$edit-text field=\"draft.title\" class=\"titlebar tw-edit-texteditor\"/>\n"
},
"$:/core/ui/EditTemplate/type": {
"title": "$:/core/ui/EditTemplate/type",
"tags": "$:/tags/EditTemplate",
"text": "\\define lingo-base() $:/language/EditTemplate/\n<p><$fieldmangler><em class=\"tw-edit\"><<lingo Type/Prompt>></em> <$edit-text field=\"type\" tag=\"input\" default=\"\" placeholder={{$:/language/EditTemplate/Type/Placeholder}} focusPopup=<<qualify \"$:/state/popup/type-dropdown\">> class=\"tw-edit-typeeditor\"/> <$button popup=<<qualify \"$:/state/popup/type-dropdown\">> class=\"btn-invisible btn-dropdown\">{{$:/core/images/down-arrow}}</$button> <$button message=\"tw-remove-field\" param=\"type\" class=\"btn-invisible btn-icon\">{{$:/core/images/delete-button}}</$button></$fieldmangler></p>\n\n<div class=\"tw-block-dropdown-wrapper\">\n<$reveal state=<<qualify \"$:/state/popup/type-dropdown\">> type=\"nomatch\" text=\"\" default=\"\">\n<div class=\"tw-block-dropdown tw-edit-type-dropdown\">\n<$linkcatcher to=\"!!type\">\n<$list filter='[all[shadows+tiddlers]prefix[$:/language/Docs/Types/]each[group]sort[group]]'>\n<div class=\"tw-dropdown-item\">\n<$text text={{!!group}}/>\n</div>\n<$list filter=\"[all[shadows+tiddlers]prefix[$:/language/Docs/Types/]group{!!group}] +[sort[description]]\"><$link to={{!!name}}><$view field=\"description\"/> (<$view field=\"name\"/>)</$link>\n</$list>\n</$list>\n</$linkcatcher>\n</div>\n</$reveal>\n</div>"
},
"$:/core/ui/EditTemplate": {
"title": "$:/core/ui/EditTemplate",
"text": "\\define frame-classes()\ntw-tiddler-frame tw-tiddler-edit-frame $(missingTiddlerClass)$ $(shadowTiddlerClass)$ $(systemTiddlerClass)$\n\\end\n<div class=<<frame-classes>>>\n<$set name=\"storyTiddler\" value=<<currentTiddler>>>\n<$keyboard key=\"escape\" message=\"tw-cancel-tiddler\">\n<$keyboard key=\"ctrl+enter\" message=\"tw-save-tiddler\">\n<$list filter=\"[all[shadows+tiddlers]tag[$:/tags/EditTemplate]!has[draft.of]]\" variable=\"listItem\">\n<$transclude tiddler=<<listItem>>/>\n</$list>\n</$keyboard>\n</$keyboard>\n</$set>\n</div>\n"
},
"$:/core/ui/EditToolbar/cancel": {
"title": "$:/core/ui/EditToolbar/cancel",
"tags": "$:/tags/EditToolbar",
"text": "<$button message=\"tw-cancel-tiddler\" title={{$:/language/Buttons/Cancel/Hint}} aria-label={{$:/language/Buttons/Cancel/Caption}} class=\"btn-invisible\">{{$:/core/images/cancel-button}}</$button>"
},
"$:/core/ui/EditToolbar/delete": {
"title": "$:/core/ui/EditToolbar/delete",
"tags": "$:/tags/EditToolbar",
"text": "<$button message=\"tw-delete-tiddler\" title={{$:/language/Buttons/Delete/Hint}} aria-label={{$:/language/Buttons/Delete/Caption}} class=\"btn-invisible\">{{$:/core/images/delete-button}}</$button>"
},
"$:/core/ui/EditToolbar/save": {
"title": "$:/core/ui/EditToolbar/save",
"tags": "$:/tags/EditToolbar",
"text": "<$button message=\"tw-save-tiddler\" title={{$:/language/Buttons/Save/Hint}} aria-label={{$:/language/Buttons/Save/Caption}} class=\"btn-invisible\">{{$:/core/images/done-button}}</$button>"
},
"$:/core/Filters/AllTags": {
"title": "$:/core/Filters/AllTags",
"tags": "$:/tags/Filter",
"filter": "[tags[]!is[system]sort[title]]",
"description": "{{$:/language/Filters/AllTags}}",
"text": ""
},
"$:/core/Filters/AllTiddlers": {
"title": "$:/core/Filters/AllTiddlers",
"tags": "$:/tags/Filter",
"filter": "[!is[system]sort[title]]",
"description": "{{$:/language/Filters/AllTiddlers}}",
"text": ""
},
"$:/core/Filters/Drafts": {
"title": "$:/core/Filters/Drafts",
"tags": "$:/tags/Filter",
"filter": "[has[draft.of]sort[title]]",
"description": "{{$:/language/Filters/Drafts}}",
"text": ""
},
"$:/core/Filters/Missing": {
"title": "$:/core/Filters/Missing",
"tags": "$:/tags/Filter",
"filter": "[all[missing]sort[title]]",
"description": "{{$:/language/Filters/Missing}}",
"text": ""
},
"$:/core/Filters/Orphans": {
"title": "$:/core/Filters/Orphans",
"tags": "$:/tags/Filter",
"filter": "[all[orphans]sort[title]]",
"description": "{{$:/language/Filters/Orphans}}",
"text": ""
},
"$:/core/Filters/OverriddenShadowTiddlers": {
"title": "$:/core/Filters/OverriddenShadowTiddlers",
"tags": "$:/tags/Filter",
"filter": "[is[shadow]]",
"description": "{{$:/language/Filters/OverriddenShadowTiddlers}}",
"text": ""
},
"$:/core/Filters/RecentTiddlers": {
"title": "$:/core/Filters/RecentTiddlers",
"tags": "$:/tags/Filter",
"filter": "[!is[system]has[modified]!sort[modified]]",
"description": "{{$:/language/Filters/RecentTiddlers}}",
"text": ""
},
"$:/core/Filters/ShadowTiddlers": {
"title": "$:/core/Filters/ShadowTiddlers",
"tags": "$:/tags/Filter",
"filter": "[all[shadows]sort[title]]",
"description": "{{$:/language/Filters/ShadowTiddlers}}",
"text": ""
},
"$:/core/Filters/SystemTags": {
"title": "$:/core/Filters/SystemTags",
"tags": "$:/tags/Filter",
"filter": "[all[shadows+tiddlers]tags[]is[system]sort[title]]",
"description": "{{$:/language/Filters/SystemTags}}",
"text": ""
},
"$:/core/Filters/SystemTiddlers": {
"title": "$:/core/Filters/SystemTiddlers",
"tags": "$:/tags/Filter",
"filter": "[is[system]sort[title]]",
"description": "{{$:/language/Filters/SystemTiddlers}}",
"text": ""
},
"$:/core/ui/ListItemTemplate": {
"title": "$:/core/ui/ListItemTemplate",
"text": "<div class=\"tw-menu-list-item\">\n<$link to={{!!title}}>\n<$view field=\"title\"/>\n</$link>\n</div>"
},
"$:/core/ui/MissingTemplate": {
"title": "$:/core/ui/MissingTemplate",
"text": "<div class=\"tw-tiddler-missing\">\n<$button popup=<<qualify \"$:/state/popup/missing\">> class=\"btn-invisible tw-missing-tiddler-label\">\n<$view field=\"title\" format=\"text\" />\n</$button>\n<$reveal state=<<qualify \"$:/state/popup/missing\">> type=\"popup\" position=\"below\" animate=\"yes\">\n<div class=\"tw-drop-down\">\n<$transclude tiddler=\"$:/core/ui/ListItemTemplate\"/>\n<hr>\n<$list filter=\"[all[current]backlinks[]sort[title]]\" template=\"$:/core/ui/ListItemTemplate\"/>\n</div>\n</$reveal>\n</div>\n"
},
"$:/core/ui/MoreSideBar/All": {
"title": "$:/core/ui/MoreSideBar/All",
"tags": "$:/tags/MoreSideBar",
"caption": "{{$:/language/SideBar/All/Caption}}",
"text": "<$list filter=\"[!is[system]sort[title]]\" template=\"$:/core/ui/ListItemTemplate\"/>\n"
},
"$:/core/ui/MoreSideBar/Drafts": {
"title": "$:/core/ui/MoreSideBar/Drafts",
"tags": "$:/tags/MoreSideBar",
"caption": "{{$:/language/SideBar/Drafts/Caption}}",
"text": "<$list filter=\"[has[draft.of]sort[title]]\" template=\"$:/core/ui/ListItemTemplate\"/>\n"
},
"$:/core/ui/MoreSideBar/Missing": {
"title": "$:/core/ui/MoreSideBar/Missing",
"tags": "$:/tags/MoreSideBar",
"caption": "{{$:/language/SideBar/Missing/Caption}}",
"text": "<$list filter=\"[all[missing]sort[title]]\" template=\"$:/core/ui/MissingTemplate\"/>\n"
},
"$:/core/ui/MoreSideBar/Orphans": {
"title": "$:/core/ui/MoreSideBar/Orphans",
"tags": "$:/tags/MoreSideBar",
"caption": "{{$:/language/SideBar/Orphans/Caption}}",
"text": "<$list filter=\"[all[orphans]sort[title]]\" template=\"$:/core/ui/ListItemTemplate\"/>\n"
},
"$:/core/ui/MoreSideBar/Recent": {
"title": "$:/core/ui/MoreSideBar/Recent",
"tags": "$:/tags/MoreSideBar",
"caption": "{{$:/language/SideBar/Recent/Caption}}",
"text": "{{$:/snippets/recentchanges}}\n"
},
"$:/core/ui/MoreSideBar/Shadows": {
"title": "$:/core/ui/MoreSideBar/Shadows",
"tags": "$:/tags/MoreSideBar",
"caption": "{{$:/language/SideBar/Shadows/Caption}}",
"text": "<$list filter=\"[all[shadows]sort[title]]\" template=\"$:/core/ui/ListItemTemplate\"/>\n"
},
"$:/core/ui/MoreSideBar/System": {
"title": "$:/core/ui/MoreSideBar/System",
"tags": "$:/tags/MoreSideBar",
"caption": "{{$:/language/SideBar/System/Caption}}",
"text": "<$list filter=\"[is[system]sort[title]]\" template=\"$:/core/ui/ListItemTemplate\"/>\n"
},
"$:/core/ui/MoreSideBar/Tags": {
"title": "$:/core/ui/MoreSideBar/Tags",
"tags": "$:/tags/MoreSideBar",
"caption": "{{$:/language/SideBar/Tags/Caption}}",
"text": "\\define lingo-base() $:/language/SideBar/Tags/\n<$button to=\"$:/TagManager\" class=\"btn\"><<lingo TagManager/Caption>></$button>\n\n<$list filter=\"[tags[]!is[system]sort[title]]\">\n\n<$transclude tiddler=\"$:/core/ui/TagTemplate\"/> <small class=\"tw-menu-list-count\"><$count filter=\"[all[current]tagging[]]\"/></small>\n\n</$list>\n\n----\n\n{{$:/core/ui/UntaggedTemplate}} <small class=\"tw-menu-list-count\"><$count filter=\"[untagged[]!is[system]] -[tags[]]\"/></small>\n"
},
"$:/core/ui/MoreSideBar/Types": {
"title": "$:/core/ui/MoreSideBar/Types",
"tags": "$:/tags/MoreSideBar",
"caption": "{{$:/language/SideBar/Types/Caption}}",
"text": "<$list filter=\"[!is[system]has[type]each[type]sort[type]] -[type[text/vnd.tiddlywiki]]\">\n<div class=\"tw-menu-list-item\">\n<$view field=\"type\"/>\n<$list filter=\"[type{!!type}!is[system]sort[title]]\">\n<div class=\"tw-menu-list-subitem\">\n<$link to={{!!title}}><$view field=\"title\"/></$link>\n</div>\n</$list>\n</div>\n</$list>\n"
},
"$:/core/ui/PageControls/control-panel": {
"title": "$:/core/ui/PageControls/control-panel",
"tags": "$:/tags/PageControls",
"text": "<$button to=\"$:/ControlPanel\" title={{$:/language/Buttons/ControlPanel/Hint}} aria-label={{$:/language/Buttons/ControlPanel/Caption}} class=\"btn-invisible\">{{$:/core/images/options-button}}</$button>"
},
"$:/core/ui/PageControls/new-tiddler": {
"title": "$:/core/ui/PageControls/new-tiddler",
"tags": "$:/tags/PageControls",
"text": "<$button message=\"tw-new-tiddler\" title={{$:/language/Buttons/NewTiddler/Hint}} aria-label={{$:/language/Buttons/NewTiddler/Caption}} class=\"btn-invisible\">{{$:/core/images/new-button}}</$button>"
},
"$:/core/ui/PageControls/save-wiki": {
"title": "$:/core/ui/PageControls/save-wiki",
"tags": "$:/tags/PageControls",
"text": "<$button message=\"tw-save-wiki\" title={{$:/language/Buttons/SaveWiki/Hint}} aria-label={{$:/language/Buttons/SaveWiki/Caption}} class=\"btn-invisible\">{{$:/core/images/save-button}}</$button>"
},
"$:/core/ui/PageStylesheet": {
"title": "$:/core/ui/PageStylesheet",
"text": "\\define colour(name)\n<$transclude tiddler={{$:/palette}} index=\"$name$\"/>\n\\end\n\\define color(name)\n<<colour $name$>>\n\\end\n\\define box-shadow(shadow)\n```\n -webkit-box-shadow: $shadow$;\n -moz-box-shadow: $shadow$;\n box-shadow: $shadow$;\n```\n\\end\n\\define filter(filter)\n```\n -webkit-filter: $filter$;\n -moz-filter: $filter$;\n filter: $filter$;\n```\n\\end\n\\define transition(transition)\n```\n -webkit-transition: $transition$;\n -moz-transition: $transition$;\n transition: $transition$;\n```\n\\end\n\\define transform-origin(origin)\n```\n -webkit-transform-origin: $origin$;\n -moz-transform-origin: $origin$;\n transform-origin: $origin$;\n```\n\\end\n\\define background-linear-gradient(gradient)\n```\nbackground-image: linear-gradient($gradient$);\nbackground-image: -o-linear-gradient($gradient$);\nbackground-image: -moz-linear-gradient($gradient$);\nbackground-image: -webkit-linear-gradient($gradient$);\nbackground-image: -ms-linear-gradient($gradient$);\n```\n\\end\n\\define datauri(title)\n<$macrocall $name=\"makedatauri\" type={{$title$!!type}} text={{$title$}}/>\n\\end\n\\define if-sidebar(text)\n<$reveal state=\"$:/state/sidebar\" type=\"match\" text=\"yes\" default=\"yes\">$text$</$reveal>\n\\end\n\\define if-no-sidebar(text)\n<$reveal state=\"$:/state/sidebar\" type=\"nomatch\" text=\"yes\" default=\"yes\">$text$</$reveal>\n\\end\n\n\n<$list filter=\"[all[shadows+tiddlers]tag[$:/tags/stylesheet]]\">\n<$transclude/>\n</$list>\n"
},
"$:/core/ui/PageTemplate/alerts": {
"title": "$:/core/ui/PageTemplate/alerts",
"tags": "$:/tags/PageTemplate",
"text": "<div class=\"tw-alerts\">\n\n<$list filter=\"[all[shadows+tiddlers]tag[$:/tags/Alert]!has[draft.of]]\" template=\"$:/core/ui/AlertTemplate\" storyview=\"pop\"/>\n\n</div>\n"
},
"$:/core/ui/PageTemplate/sidebar": {
"title": "$:/core/ui/PageTemplate/sidebar",
"tags": "$:/tags/PageTemplate",
"text": "<$scrollable fallthrough=\"no\" class=\"tw-sidebar-scrollable\">\n\n<div class=\"sidebar-header\">\n\n<$reveal state=\"$:/state/sidebar\" type=\"match\" text=\"yes\" default=\"yes\" retain=\"yes\">\n\n<h1 class=\"tw-site-title\">\n\n<$transclude tiddler=\"$:/SiteTitle\" mode=\"inline\"/>\n\n</h1>\n\n<div class=\"tw-site-subtitle\">\n\n<$transclude tiddler=\"$:/SiteSubtitle\" mode=\"inline\"/>\n\n</div>\n\n<div class=\"tw-page-controls\">\n\n<$list filter=\"[all[shadows+tiddlers]tag[$:/tags/PageControls]!has[draft.of]]\" variable=\"listItem\">\n\n<$transclude tiddler=<<listItem>> mode=\"inline\"/>\n\n</$list>\n\n</div>\n\n<$transclude tiddler=\"$:/core/ui/SideBarLists\" mode=\"inline\"/>\n\n</$reveal>\n\n</div>\n\n</$scrollable>"
},
"$:/core/ui/PageTemplate/story": {
"title": "$:/core/ui/PageTemplate/story",
"tags": "$:/tags/PageTemplate",
"text": "<section class=\"story-river\">\n\n<$list filter=\"[list[$:/StoryList]]\" history=\"$:/HistoryList\" template=\"$:/core/ui/ViewTemplate\" editTemplate=\"$:/core/ui/EditTemplate\" storyview={{$:/view}} />\n\n</section>\n"
},
"$:/core/ui/PageTemplate/topleftbar": {
"title": "$:/core/ui/PageTemplate/topleftbar",
"tags": "$:/tags/PageTemplate",
"text": "<span class=\"tw-topbar tw-topbar-left\">\n\n<$list filter=\"[all[shadows+tiddlers]tag[$:/tags/TopLeftBar]!has[draft.of]]\" variable=\"listItem\">\n\n<$transclude tiddler=<<listItem>> mode=\"inline\"/>\n\n</$list>\n\n</span>\n"
},
"$:/core/ui/PageTemplate/toprightbar": {
"title": "$:/core/ui/PageTemplate/toprightbar",
"tags": "$:/tags/PageTemplate",
"text": "<span class=\"tw-topbar tw-topbar-right\">\n\n<$list filter=\"[all[shadows+tiddlers]tag[$:/tags/TopRightBar]!has[draft.of]]\" variable=\"listItem\">\n\n<$transclude tiddler=<<listItem>> mode=\"inline\"/>\n\n</$list>\n\n</span>\n"
},
"$:/core/ui/PageTemplate": {
"title": "$:/core/ui/PageTemplate",
"text": "\\define containerClasses()\ntw-page-container tw-page-view-$(themeTitle)$ tw-language-$(languageTitle)$\n\\end\n\n<$importvariables filter=\"[[$:/core/ui/PageMacros]] [all[shadows+tiddlers]tag[$:/tags/Macro]!has[draft.of]]\">\n\n<$set name=\"themeTitle\" value={{$:/view}}>\n\n<$set name=\"currentTiddler\" value={{$:/language}}>\n\n<$set name=\"languageTitle\" value={{!!name}}>\n\n<$set name=\"currentTiddler\" value=\"\">\n\n<div class=<<containerClasses>>>\n\n<$navigator story=\"$:/StoryList\" history=\"$:/HistoryList\">\n\n<$dropzone>\n\n<$list filter=\"[all[shadows+tiddlers]tag[$:/tags/PageTemplate]!has[draft.of]]\" variable=\"listItem\">\n\n<$transclude tiddler=<<listItem>>/>\n\n</$list>\n\n</$dropzone>\n\n</$navigator>\n\n</div>\n\n</$set>\n\n</$set>\n\n</$set>\n\n</$set>\n\n</$importvariables>\n"
},
"$:/core/ui/SideBar/More": {
"title": "$:/core/ui/SideBar/More",
"tags": "$:/tags/SideBar",
"caption": "{{$:/language/SideBar/More/Caption}}",
"text": "<div class=\"tw-more-sidebar\">\n<<tabs \"[all[shadows+tiddlers]tag[$:/tags/MoreSideBar]!has[draft.of]]\" \"$:/core/ui/MoreSideBar/Tags\" \"$:/state/tab/moresidebar\" \"tw-vertical\">>\n</div>\n"
},
"$:/core/ui/SideBar/Open": {
"title": "$:/core/ui/SideBar/Open",
"tags": "$:/tags/SideBar",
"caption": "{{$:/language/SideBar/Open/Caption}}",
"text": "\\define lingo-base() $:/language/CloseAll/\n<$list filter=\"[list[$:/StoryList]]\" history=\"$:/HistoryList\" storyview=\"pop\">\n\n<$button message=\"tw-close-tiddler\" title={{$:/language/Buttons/Close/Hint}} aria-label={{$:/language/Buttons/Close/Caption}} class=\"btn-invisible btn-mini\">×</$button> <$link to={{!!title}}><$view field=\"title\"/></$link>\n\n</$list>\n\n<$button message=\"tw-close-all-tiddlers\" class=\"btn-invisible btn-mini\"><<lingo Button>></$button>\n"
},
"$:/core/ui/SideBar/Recent": {
"title": "$:/core/ui/SideBar/Recent",
"tags": "$:/tags/SideBar",
"caption": "{{$:/language/SideBar/Recent/Caption}}",
"text": "{{$:/snippets/recentchanges}}\n"
},
"$:/core/ui/SideBar/Tools": {
"title": "$:/core/ui/SideBar/Tools",
"tags": "$:/tags/SideBar",
"caption": "{{$:/language/SideBar/Tools/Caption}}",
"text": "\\define lingo-base() $:/language/ControlPanel/\n<<lingo Tools/Import/Prompt>> <$browse/>\n\n---\n\n{{$:/snippets/encryptionstatus}}\n\n---\n\n<<lingo Basics/Version/Prompt>> <<version>>\n\n---\n\n{{$:/snippets/viewswitcher}}\n\n---\n\n{{$:/snippets/minithemeswitcher}}\n\n---\n\n{{$:/snippets/languageswitcher}}\n"
},
"$:/core/ui/SideBarLists": {
"title": "$:/core/ui/SideBarLists",
"text": "<div class=\"tw-sidebar-lists\">\n\n<div class=\"tw-search\">\n<$edit-text tiddler=\"$:/temp/search\" type=\"search\" tag=\"input\"/>\n<$reveal state=\"$:/temp/search\" type=\"nomatch\" text=\"\">\n<$linkcatcher to=\"$:/temp/search\">\n<$link to=\"\" class=\"btn-invisible\">{{$:/core/images/close-button}}</$link>\n</$linkcatcher>\n</$reveal>\n<$reveal state=\"$:/temp/search\" type=\"match\" text=\"\"> <$link to=\"$:/AdvancedSearch\" tooltip={{$:/language/Buttons/AdvancedSearch/Hint}} aria-label={{$:/language/Buttons/AdvancedSearch/Caption}} class=\"btn-invisible\">…</$link>\n</$reveal>\n</div>\n\n<$reveal state=\"$:/temp/search\" type=\"nomatch\" text=\"\">\n\n<div class=\"tw-search-results\">\n\n{{$:/language/Search/Matches}}\n\n<$list filter=\"[!is[system]search{$:/temp/search}sort[title]limit[250]]\" template=\"$:/core/ui/ListItemTemplate\"/>\n\n</div>\n\n</$reveal>\n\n<$reveal state=\"$:/temp/search\" type=\"match\" text=\"\">\n\n<<tabs \"[all[shadows+tiddlers]tag[$:/tags/SideBar]!has[draft.of]]\" \"$:/core/ui/SideBar/Open\" \"$:/state/tab/sidebar\">>\n\n</$reveal>\n\n</div>\n"
},
"$:/TagManager": {
"title": "$:/TagManager",
"text": "\\define lingo-base() $:/language/TagManager/\n\\define iconEditor(title)\n<$edit-text field=\"icon\" tag=\"input\" size=\"20\"/> <$button popup=<<qualify \"$:/state/popup/icon/$title$\">> class=\"btn-invisible btn-dropdown\">{{$:/core/images/down-arrow}}</$button>\n<div class=\"tw-block-dropdown-wrapper\">\n<$reveal state=<<qualify \"$:/state/popup/icon/$title$\">> type=\"nomatch\" text=\"\" default=\"\">\n<$linkcatcher to=\"$title$!!icon\">\n<div class=\"tw-block-dropdown tw-edit-type-dropdown\">\n<$list filter=\"[all[shadows+tiddlers]is[image]] [all[shadows+tiddlers]tag[$:/tags/Image]] +[sort[title]]\">\n<$link to={{!!title}}>\n<$view field=\"title\"/>\n</$link>\n</$list>\n</div>\n</$linkcatcher>\n</$reveal>\n</div>\n\\end\n<table>\n<tbody>\n<tr>\n<th><<lingo Tag/Heading>></th>\n<th><<lingo Count/Heading>></th>\n<th><<lingo Colour/Heading>></th>\n<th><<lingo Icon/Heading>></th>\n</tr>\n<$list filter=\"[tags[]!is[system]sort[title]]\">\n<tr>\n<td><$transclude tiddler=\"$:/core/ui/TagTemplate\"/></td>\n<td><$count filter=\"[all[current]tagging[]]\"/></td>\n<td><$edit-text field=\"color\" tag=\"input\" type=\"text\" size=\"9\"/> <$edit-text field=\"color\" tag=\"input\" type=\"color\"/></td>\n<td><$macrocall $name=\"iconEditor\" title={{!!title}}/></td>\n</tr>\n</$list>\n</tbody>\n</table>\n"
},
"$:/core/ui/TagTemplate": {
"title": "$:/core/ui/TagTemplate",
"text": "\\define tag-styles()\nbackground-color:$(backgroundColor)$;\n\\end\n<span class=\"tw-tag-list-item\">\n<$set name=\"backgroundColor\" value={{!!color}}>\n<$button popup=<<qualify \"$:/state/popup/tag\">> class=\"btn-invisible tw-tag-label\" style=<<tag-styles>>>\n<$transclude tiddler={{!!icon}}/> <$view field=\"title\" format=\"text\" />\n</$button>\n</$set>\n<$reveal state=<<qualify \"$:/state/popup/tag\">> type=\"popup\" position=\"below\" animate=\"yes\"><div class=\"tw-drop-down\"><$transclude tiddler=\"$:/core/ui/ListItemTemplate\"/>\n<hr>\n<$list filter=\"[all[current]tagging[]]\" template=\"$:/core/ui/ListItemTemplate\"/>\n</div>\n</$reveal>\n</span>\n"
},
"$:/core/ui/TiddlerFieldTemplate": {
"title": "$:/core/ui/TiddlerFieldTemplate",
"text": "<tr class=\"tw-view-field\">\n<td class=\"tw-view-field-name\">\n<$text text=<<listItem>>/>\n</td>\n<td class=\"tw-view-field-value\">\n<$view field=<<listItem>>/>\n</td>\n</tr>"
},
"$:/core/ui/TiddlerFields": {
"title": "$:/core/ui/TiddlerFields",
"text": "<table class=\"tw-view-field-table\">\n<tbody>\n<$list filter=\"[all[current]fields[]sort[title]] -text\" template=\"$:/core/ui/TiddlerFieldTemplate\" variable=\"listItem\"/>\n</tbody>\n</table>\n"
},
"$:/core/ui/TiddlerInfo/Advanced/PluginInfo": {
"title": "$:/core/ui/TiddlerInfo/Advanced/PluginInfo",
"tags": "$:/tags/TiddlerInfo/Advanced",
"text": "\\define lingo-base() $:/language/TiddlerInfo/Advanced/PluginInfo/\n<$list filter=\"[all[current]has[plugin-type]]\">\n\n! <<lingo Heading>>\n\n<<lingo Hint>>\n<ul>\n<$list filter=\"[all[current]plugintiddlers[]sort[title]]\" emptyMessage=<<lingo Empty/Hint>>>\n<li>\n<$link to={{!!title}}>\n<$view field=\"title\"/>\n</$link>\n</li>\n</$list>\n</ul>\n\n</$list>\n"
},
"$:/core/ui/TiddlerInfo/Advanced/ShadowInfo": {
"title": "$:/core/ui/TiddlerInfo/Advanced/ShadowInfo",
"tags": "$:/tags/TiddlerInfo/Advanced",
"text": "\\define lingo-base() $:/language/TiddlerInfo/Advanced/ShadowInfo/\n<$set name=\"infoTiddler\" value=<<currentTiddler>>>\n\n''<<lingo Heading>>''\n\n<$list filter=\"[all[current]!is[shadow]]\">\n\n<<lingo NotShadow/Hint>>\n\n</$list>\n\n<$list filter=\"[all[current]is[shadow]]\">\n\n<<lingo Shadow/Hint>>\n\n<$list filter=\"[all[current]shadowsource[]]\">\n\n<$set name=\"pluginTiddler\" value=<<currentTiddler>>>\n<<lingo Shadow/Source>>\n</$set>\n\n</$list>\n\n<$list filter=\"[all[current]is[shadow]is[tiddler]]\">\n\n<<lingo OverriddenShadow/Hint>>\n\n</$list>\n\n\n</$list>\n</$set>\n"
},
"$:/core/ui/TiddlerInfo/Advanced": {
"title": "$:/core/ui/TiddlerInfo/Advanced",
"tags": "$:/tags/TiddlerInfo",
"caption": "{{$:/language/TiddlerInfo/Advanced/Caption}}",
"text": "<$list filter=\"[all[shadows+tiddlers]tag[$:/tags/TiddlerInfo/Advanced]!has[draft.of]]\" variable=\"listItem\">\n<$transclude tiddler=<<listItem>>/>\n\n</$list>\n"
},
"$:/core/ui/TiddlerInfo/Fields": {
"title": "$:/core/ui/TiddlerInfo/Fields",
"tags": "$:/tags/TiddlerInfo",
"caption": "{{$:/language/TiddlerInfo/Fields/Caption}}",
"text": "<$transclude tiddler=\"$:/core/ui/TiddlerFields\"/>\n"
},
"$:/core/ui/TiddlerInfo/List": {
"title": "$:/core/ui/TiddlerInfo/List",
"tags": "$:/tags/TiddlerInfo",
"caption": "{{$:/language/TiddlerInfo/List/Caption}}",
"text": "\\define lingo-base() $:/language/TiddlerInfo/\n<$list filter=\"[list{!!title}]\" emptyMessage=<<lingo List/Empty>> template=\"$:/core/ui/ListItemTemplate\"/>\n"
},
"$:/core/ui/TiddlerInfo/Listed": {
"title": "$:/core/ui/TiddlerInfo/Listed",
"tags": "$:/tags/TiddlerInfo",
"caption": "{{$:/language/TiddlerInfo/Listed/Caption}}",
"text": "\\define lingo-base() $:/language/TiddlerInfo/\n<$list filter=\"[all[current]listed[]!is[system]]\" emptyMessage=<<lingo Listed/Empty>> template=\"$:/core/ui/ListItemTemplate\"/>\n"
},
"$:/core/ui/TiddlerInfo/References": {
"title": "$:/core/ui/TiddlerInfo/References",
"tags": "$:/tags/TiddlerInfo",
"caption": "{{$:/language/TiddlerInfo/References/Caption}}",
"text": "\\define lingo-base() $:/language/TiddlerInfo/\n<$list filter=\"[all[current]backlinks[]sort[title]]\" emptyMessage=<<lingo References/Empty>> template=\"$:/core/ui/ListItemTemplate\">\n</$list>\n"
},
"$:/core/ui/TiddlerInfo/Tagging": {
"title": "$:/core/ui/TiddlerInfo/Tagging",
"tags": "$:/tags/TiddlerInfo",
"caption": "{{$:/language/TiddlerInfo/Tagging/Caption}}",
"text": "\\define lingo-base() $:/language/TiddlerInfo/\n<$list filter=\"[all[current]tagging[]]\" emptyMessage=<<lingo Tagging/Empty>> template=\"$:/core/ui/ListItemTemplate\"/>\n"
},
"$:/core/ui/TiddlerInfo": {
"title": "$:/core/ui/TiddlerInfo",
"text": "<<tabs \"[all[shadows+tiddlers]tag[$:/tags/TiddlerInfo]!has[draft.of]]\" \"$:/core/ui/TiddlerInfo/References\">>\n"
},
"$:/core/ui/TopBar/menu": {
"title": "$:/core/ui/TopBar/menu",
"tags": "$:/tags/TopRightBar",
"text": "<$reveal state=\"$:/state/sidebar\" type=\"nomatch\" text=\"no\">\n<$button set=\"$:/state/sidebar\" setTo=\"no\" title={{$:/language/Buttons/HideSideBar/Hint}} aria-label={{$:/language/Buttons/HideSideBar/Caption}} class=\"btn-invisible\">{{$:/core/images/chevron-right}}</$button>\n</$reveal>\n<$reveal state=\"$:/state/sidebar\" type=\"match\" text=\"no\">\n<$button set=\"$:/state/sidebar\" setTo=\"yes\" title={{$:/language/Buttons/ShowSideBar/Hint}} aria-label={{$:/language/Buttons/ShowSideBar/Caption}} class=\"btn-invisible\">{{$:/core/images/chevron-left}}</$button>\n</$reveal>\n"
},
"$:/core/ui/UntaggedTemplate": {
"title": "$:/core/ui/UntaggedTemplate",
"text": "\\define lingo-base() $:/language/SideBar/\n<$button popup=<<qualify \"$:/state/popup/tag\">> class=\"btn-invisible tw-untagged-label tw-tag-label\">\n<<lingo Tags/Untagged/Caption>>\n</$button>\n<$reveal state=<<qualify \"$:/state/popup/tag\">> type=\"popup\" position=\"below\">\n<div class=\"tw-drop-down\">\n<$list filter=\"[untagged[]!is[system]] -[tags[]] +[sort[title]]\" template=\"$:/core/ui/ListItemTemplate\"/>\n</div>\n</$reveal>\n"
},
"$:/core/ui/ViewTemplate/body": {
"title": "$:/core/ui/ViewTemplate/body",
"tags": "$:/tags/ViewTemplate",
"text": "<div class=\"body\">\n\n<$transclude>\n\n<$transclude tiddler=\"$:/language/MissingTiddler/Hint\"/>\n\n</$transclude>\n\n</div>\n"
},
"$:/core/ui/ViewTemplate/classic": {
"title": "$:/core/ui/ViewTemplate/classic",
"tags": "$:/tags/ViewTemplate $:/tags/EditTemplate",
"text": "\\define lingo-base() $:/language/ClassicWarning/\n<$list filter=\"[all[current]type[text/x-tiddlywiki]]\">\n<div class=\"tw-message-box\">\n\n<<lingo Hint>>\n\n<$button set=\"!!type\" setTo=\"text/vnd.tiddlywiki\"><<lingo Upgrade/Caption>></$button>\n\n</div>\n</$list>\n"
},
"$:/core/ui/ViewTemplate/subtitle": {
"title": "$:/core/ui/ViewTemplate/subtitle",
"tags": "$:/tags/ViewTemplate",
"text": "<div class=\"tw-subtitle\">\n<$link to={{!!modifier}}>\n<$view field=\"modifier\"/>\n</$link> <$view field=\"modified\" format=\"relativedate\"/>\n</div>\n"
},
"$:/core/ui/ViewTemplate/tags": {
"title": "$:/core/ui/ViewTemplate/tags",
"tags": "$:/tags/ViewTemplate",
"text": "<div class=\"tw-tags-wrapper\"><$list filter=\"[all[current]tags[]sort[title]]\" template=\"$:/core/ui/TagTemplate\" storyview=\"pop\"/></div>\n"
},
"$:/core/ui/ViewTemplate/title": {
"title": "$:/core/ui/ViewTemplate/title",
"tags": "$:/tags/ViewTemplate",
"text": "\\define title-styles()\nfill:$(foregroundColor)$;\n\\end\n<div class=\"tw-tiddler-title\">\n<h2 class=\"titlebar\">\n<span class=\"tw-tiddler-controls\">\n<$list filter=\"[all[shadows+tiddlers]tag[$:/tags/ViewToolbar]!has[draft.of]]\" variable=\"listItem\"><$transclude tiddler=<<listItem>>/></$list>\n</span>\n<$set name=\"foregroundColor\" value={{!!color}}>\n<span style=<<title-styles>>>\n<$transclude tiddler={{!!icon}}/>\n</span>\n</$set>\n<$list filter=\"[all[current]removeprefix[$:/]]\">\n<span class=\"title\" title={{$:/language/SystemTiddler/Tooltip}}>\n<span class=\"tw-system-title-prefix\">$:/</span><$text text=<<currentTiddler>>/>\n</span>\n</$list>\n<$list filter=\"[all[current]!prefix[$:/]]\">\n<span class=\"title\">\n<$view field=\"title\"/>\n</span>\n</$list>\n</h2>\n\n<$reveal type=\"nomatch\" text=\"\" default=\"\" state=<<tiddlerInfoState>> class=\"tw-tiddler-info tw-popup\" animate=\"yes\" retain=\"yes\">\n\n<$transclude tiddler=\"$:/core/ui/TiddlerInfo\"/>\n\n</$reveal>\n</div>"
},
"$:/core/ui/ViewTemplate": {
"title": "$:/core/ui/ViewTemplate",
"text": "\\define frame-classes()\ntw-tiddler-frame tw-tiddler-view-frame $(missingTiddlerClass)$ $(shadowTiddlerClass)$ $(systemTiddlerClass)$\n\\end\n<$set name=\"storyTiddler\" value=<<currentTiddler>>><$set name=\"tiddlerInfoState\" value=<<qualify \"$:/state/popup/tiddler-info\">>><$tiddler tiddler=<<currentTiddler>>><div class=<<frame-classes>>><$list filter=\"[all[shadows+tiddlers]tag[$:/tags/ViewTemplate]!has[draft.of]]\" variable=\"listItem\"><$transclude tiddler=<<listItem>>/></$list>\n</div>\n</$tiddler></$set></$set>\n"
},
"$:/core/ui/ViewToolbar/close": {
"title": "$:/core/ui/ViewToolbar/close",
"tags": "$:/tags/ViewToolbar",
"text": "<$button message=\"tw-close-tiddler\" title={{$:/language/Buttons/Close/Hint}} aria-label={{$:/language/Buttons/Close/Caption}} class=\"btn-invisible\">{{$:/core/images/close-button}}</$button>"
},
"$:/core/ui/ViewToolbar/edit": {
"title": "$:/core/ui/ViewToolbar/edit",
"tags": "$:/tags/ViewToolbar",
"text": "<$button message=\"tw-edit-tiddler\" title={{$:/language/Buttons/Edit/Hint}} aria-label={{$:/language/Buttons/Edit/Caption}} class=\"btn-invisible\">{{$:/core/images/edit-button}}</$button>"
},
"$:/core/ui/ViewToolbar/info": {
"title": "$:/core/ui/ViewToolbar/info",
"tags": "$:/tags/ViewToolbar",
"text": "<$button popup=<<tiddlerInfoState>> title={{$:/language/Buttons/Info/Hint}} aria-label={{$:/language/Buttons/Info/Caption}} class=\"btn-invisible\" selectedClass=\"tw-selected\">{{$:/core/images/info-button}}</$button>"
},
"$:/DefaultTiddlers": {
"title": "$:/DefaultTiddlers",
"text": "GettingStarted\n[!is[system]has[modified]!sort[modified]limit[25]]"
},
"$:/temp/advancedsearch": {
"title": "$:/temp/advancedsearch",
"text": ""
},
"$:/snippets/allfields": {
"title": "$:/snippets/allfields",
"text": "\\define renderfield(title)\n<tr class=\"tw-view-field\"><td class=\"tw-view-field-name\">''$title$'':</td><td class=\"tw-view-field-value\">//{{$:/language/Docs/Fields/$title$}}//</td></tr>\n\\end\n<table class=\"tw-view-field-table\"><tbody><$list filter=\"[fields[]sort[title]]\" variable=\"listItem\"><$macrocall $name=\"renderfield\" title=<<listItem>>/></$list>\n</tbody></table>\n"
},
"$:/snippets/autosavestatus": {
"title": "$:/snippets/autosavestatus",
"text": "\\define lingo-base() $:/language/ControlPanel/Saving/\n<$reveal type=\"match\" state=\"$:/config/AutoSave\" text=\"yes\">\n<<lingo AutoSave/Enabled/Prompt>>\n<$linkcatcher to=\"$:/config/AutoSave\"><$button to=\"no\"><<lingo AutoSave/Enabled/Button>>\n</$button></$linkcatcher>\n</$reveal>\n<$reveal type=\"nomatch\" state=\"$:/config/AutoSave\" text=\"yes\">\n<<lingo AutoSave/Disabled/Prompt>>\n<$linkcatcher to=\"$:/config/AutoSave\"><$button to=\"yes\"><<lingo AutoSave/Disabled/Button>></$button></$linkcatcher>\n</$reveal>"
},
"$:/config/AnimationDuration": {
"title": "$:/config/AnimationDuration",
"text": "400"
},
"$:/config/AutoSave": {
"title": "$:/config/AutoSave",
"text": "yes"
},
"$:/config/BitmapEditor/Colour": {
"title": "$:/config/BitmapEditor/Colour",
"text": "#ff0"
},
"$:/config/BitmapEditor/LineWidth": {
"title": "$:/config/BitmapEditor/LineWidth",
"text": "3"
},
"$:/config/Navigation/UpdateAddressBar": {
"title": "$:/config/Navigation/UpdateAddressBar",
"text": "permaview"
},
"$:/config/Navigation/UpdateHistory": {
"title": "$:/config/Navigation/UpdateHistory",
"text": "no"
},
"$:/config/SyncFilter": {
"title": "$:/config/SyncFilter",
"text": "[is[tiddler]] -[[$:/HistoryList]] -[[$:/StoryList]] -[[$:/isEncrypted]] -[prefix[$:/status]] -[prefix[$:/state]] -[prefix[$:/temp]]"
},
"$:/snippets/currpalettepreview": {
"title": "$:/snippets/currpalettepreview",
"text": "\\define swatchStyle()\nbackground-color: $(swatchColour)$;\n\\end\n\\define swatch(colour)\n<$set name=\"swatchColour\" value={{##$colour$}}>\n<div class=\"tw-swatch\" style=<<swatchStyle>>/>\n</$set>\n\\end\n<div class=\"tw-swatches-horiz\">\n<<swatch foreground>>\n<<swatch background>>\n<<swatch muted-foreground>>\n<<swatch primary>>\n<<swatch page-background>>\n<<swatch tab-background>>\n<<swatch tiddler-info-background>>\n</div>\n"
},
"$:/snippets/download-wiki-button": {
"title": "$:/snippets/download-wiki-button",
"text": "\\define lingo-base() $:/language/ControlPanel/Tools/Download/\n<$button message=\"tw-download-file\" param=\"$:/core/save/all\" class=\"btn-big-green\"><<lingo Full/Caption>> {{$:/core/images/save-button}}</$button>"
},
"$:/snippets/encryptionstatus": {
"title": "$:/snippets/encryptionstatus",
"text": "\\define lingo-base() $:/language/ControlPanel/Tools/Encryption/\n<$reveal type=\"match\" state=\"$:/isEncrypted\" text=\"yes\">\n<<lingo Enabled/Prompt>>\n<$button message=\"tw-clear-password\" class=\"btn btn-danger\"><<lingo ClearPassword/Button>></$button>\n<$button message=\"tw-set-password\" class=\"btn btn-warning\"><<lingo ChangePassword/Button>></$button>\n</$reveal>\n<$reveal type=\"nomatch\" state=\"$:/isEncrypted\" text=\"yes\">\n<<lingo Disabled/Prompt>>\n<$button message=\"tw-set-password\" class=\"btn btn-warning\"><<lingo SetPassword/Button>></$button>\n</$reveal>"
},
"$:/snippets/languageswitcher": {
"title": "$:/snippets/languageswitcher",
"text": "{{$:/language/ControlPanel/Basics/Language/Prompt}} <$select tiddler=\"$:/language\">\n<$list filter=\"[[$:/languages/en-GB]] [plugin-type[language]sort[title]]\">\n<option value=<<currentTiddler>>><$view field=\"description\"><$view field=\"name\"><$view field=\"title\"/></$view></$view></option>\n</$list>\n</$select>"
},
"$:/core/macros/CSS": {
"title": "$:/core/macros/CSS",
"tags": "$:/tags/Macro",
"text": "\\define colour(name)\n<$transclude tiddler={{$:/palette}} index=\"$name$\"/>\n\\end\n\n\\define color(name)\n<<colour $name$>>\n\\end\n"
},
"$:/core/macros/lingo": {
"title": "$:/core/macros/lingo",
"tags": "$:/tags/Macro",
"text": "\\define lingo-base()\n$:/language/\n\\end\n\n\\define lingo(title)\n{{$(lingo-base)$$title$}}\n\\end\n"
},
"$:/core/macros/tabs": {
"title": "$:/core/macros/tabs",
"tags": "$:/tags/Macro",
"text": "\\define tabs(tabsList,default,state:\"$:/state/tab\",class)\n<div class=\"tw-tab-set $class$\">\n<div class=\"tw-tab-buttons $class$\">\n<$list filter=\"$tabsList$\" variable=\"currentTab\">\n<$button set=<<qualify \"$state$\">> setTo=<<currentTab>> default=\"$default$\" selectedClass=\"tw-tab-selected\">\n<$transclude tiddler=<<currentTab>> field=\"caption\">\n<$macrocall $name=\"currentTab\" $type=\"text/plain\" $output=\"text/plain\"/>\n</$transclude>\n</$button>\n</$list>\n</div><div class=\"tw-tab-divider $class$\"/><div class=\"tw-tab-content $class$\">\n<$list filter=\"$tabsList$\" variable=\"currentTab\">\n\n<$reveal type=\"match\" state=<<qualify \"$state$\">> text=<<currentTab>> default=\"$default$\">\n\n<$transclude tiddler=<<currentTab>> mode=\"block\"/>\n\n</$reveal>\n\n</$list>\n</div>\n</div>\n\\end\n"
},
"$:/snippets/minilanguageswitcher": {
"title": "$:/snippets/minilanguageswitcher",
"text": "<$select tiddler=\"$:/language\">\n<$list filter=\"[[$:/languages/en-GB]] [plugin-type[language]sort[title]]\">\n<option value=<<currentTiddler>>><$view field=\"description\"><$view field=\"name\"><$view field=\"title\"/></$view></$view></option>\n</$list>\n</$select>"
},
"$:/snippets/minithemeswitcher": {
"title": "$:/snippets/minithemeswitcher",
"text": "\\define lingo-base() $:/language/ControlPanel/Appearance/Theme/\n<<lingo Prompt>> <$select tiddler=\"$:/theme\">\n<$list filter=\"[plugin-type[theme]sort[title]]\">\n<option value=<<currentTiddler>>><$view field=\"name\"><$view field=\"title\"/></$view></option>\n</$list>\n</$select>"
},
"$:/snippets/modules": {
"title": "$:/snippets/modules",
"text": "\\define describeModuleType(type)\n{{$:/language/Docs/ModuleTypes/$type$}}\n\\end\n<$list filter=\"[moduletypes[]]\">\n\n!! <$macrocall $name=\"currentTiddler\" $type=\"text/plain\" $output=\"text/plain\"/>\n\n<$macrocall $name=\"describeModuleType\" type=<<currentTiddler>>/>\n\n<ul><$list filter=\"[all[current]modules[]]\"><li><$link><<currentTiddler>></$link>\n</li>\n</$list>\n</ul>\n</$list>\n"
},
"$:/palette": {
"title": "$:/palette",
"text": "$:/palettes/Vanilla"
},
"$:/snippets/paletteeditor": {
"title": "$:/snippets/paletteeditor",
"text": "\\define lingo-base() $:/language/ControlPanel/Appearance/Palette/Editor/\n\\define describePaletteColour(colour)\n{{$:/language/Docs/PaletteColours/$colour$}}\n\\end\n<$set name=\"currentTiddler\" value={{$:/palette}}>\n\n<<lingo Prompt>> <$link to={{$:/palette}}><$macrocall $name=\"currentTiddler\" $output=\"text/plain\"/></$link>\n\n<$list filter=\"[all[current]is[shadow]is[tiddler]]\" variable=\"listItem\">\n<<lingo Prompt/Modified>>\n<$button message=\"tw-delete-tiddler\" param={{$:/palette}}><<lingo Reset/Caption>></$button>\n</$list>\n\n<$list filter=\"[all[current]is[shadow]!is[tiddler]]\" variable=\"listItem\">\n<<lingo Clone/Prompt>>\n</$list>\n\n<$button message=\"tw-new-tiddler\" param={{$:/palette}}><<lingo Clone/Caption>></$button>\n\n<table>\n<tbody>\n<$list filter=\"[all[current]indexes[]]\" variable=\"colourName\">\n<tr>\n<td>\n''<$macrocall $name=\"describePaletteColour\" colour=<<colourName>>/>''<br/>\n<$macrocall $name=\"colourName\" $output=\"text/plain\"/>\n</td>\n<td>\n<$edit-text index=<<colourName>> tag=\"input\"/>\n<br>\n<$edit-text index=<<colourName>> type=\"color\" tag=\"input\"/>\n</td>\n</tr>\n</$list>\n</tbody>\n</table>\n</$set>\n"
},
"$:/snippets/palettepreview": {
"title": "$:/snippets/palettepreview",
"text": "<$set name=\"currentTiddler\" value={{$:/palette}}>\n<$transclude tiddler=\"$:/snippets/currpalettepreview\"/>\n</$set>\n"
},
"$:/snippets/paletteswitcher": {
"title": "$:/snippets/paletteswitcher",
"text": "\\define lingo-base() $:/language/ControlPanel/Appearance/Palette/\n<<lingo Prompt>> <$view tiddler={{$:/palette}} field=\"name\"/>\n\n<$linkcatcher to=\"$:/palette\">\n<div class=\"tw-chooser\"><$list filter=\"[all[shadows+tiddlers]tag[$:/tags/Palette]sort[description]]\"><div class=\"tw-chooser-item\"><$link to={{!!title}}><div><$reveal state=\"$:/palette\" type=\"match\" text={{!!title}}>•</$reveal><$reveal state=\"$:/palette\" type=\"nomatch\" text={{!!title}}> </$reveal> ''<$view field=\"name\" format=\"text\"/>'' - <$view field=\"description\" format=\"text\"/></div><$transclude tiddler=\"$:/snippets/currpalettepreview\"/></$link></div>\n</$list>\n</div>\n</$linkcatcher>"
},
"$:/snippets/recentchanges": {
"title": "$:/snippets/recentchanges",
"text": "<$list filter=\"[!is[system]has[modified]!sort[modified]limit[100]eachday[modified]]\">\n<div class=\"tw-menu-list-item\">\n<$view field=\"modified\" format=\"date\" template={{$:/language/RecentChanges/DateFormat}}/>\n<$list filter=\"[sameday{!!modified}!is[system]!sort[modified]]\">\n<div class=\"tw-menu-list-subitem\">\n<$link to={{!!title}}>\n<$view field=\"title\"/>\n</$link>\n</div>\n</$list>\n</div>\n</$list>\n"
},
"$:/temp/search": {
"title": "$:/temp/search",
"text": ""
},
"$:/tags/AdvancedSearch": {
"title": "$:/tags/AdvancedSearch",
"list": "[[$:/core/ui/AdvancedSearch/Standard]] [[$:/core/ui/AdvancedSearch/System]] [[$:/core/ui/AdvancedSearch/Shadows]] [[$:/core/ui/AdvancedSearch/Filter]]"
},
"$:/tags/ControlPanel": {
"title": "$:/tags/ControlPanel",
"list": "$:/core/ui/ControlPanel/Basics $:/core/ui/ControlPanel/Appearance $:/core/ui/ControlPanel/Saving $:/core/ui/ControlPanel/Plugins $:/core/ui/ControlPanel/Tools $:/core/ui/ControlPanel/Internals"
},
"$:/tags/EditTemplate": {
"title": "$:/tags/EditTemplate",
"list": "[[$:/core/ui/EditTemplate/controls]] [[$:/core/ui/EditTemplate/title]] [[$:/core/ui/EditTemplate/tags]] [[$:/core/ui/EditTemplate/shadow]] [[$:/core/ui/ViewTemplate/classic]] [[$:/core/ui/EditTemplate/body]] [[$:/core/ui/EditTemplate/type]] [[$:/core/ui/EditTemplate/fields]]"
},
"$:/tags/EditToolbar": {
"title": "$:/tags/EditToolbar",
"list": "[[$:/core/ui/EditToolbar/delete]] [[$:/core/ui/EditToolbar/cancel]] [[$:/core/ui/EditToolbar/save]]"
},
"$:/tags/MoreSideBar": {
"title": "$:/tags/MoreSideBar",
"list": "[[$:/core/ui/MoreSideBar/All]] [[$:/core/ui/MoreSideBar/Recent]] [[$:/core/ui/MoreSideBar/Tags]] [[$:/core/ui/MoreSideBar/Missing]] [[$:/core/ui/MoreSideBar/Drafts]] [[$:/core/ui/MoreSideBar/Orphans]] [[$:/core/ui/MoreSideBar/Types]] [[$:/core/ui/MoreSideBar/System]] [[$:/core/ui/MoreSideBar/Shadows]]",
"text": ""
},
"$:/tags/PageControls": {
"title": "$:/tags/PageControls",
"list": "[[$:/core/ui/PageControls/new-tiddler]] [[$:/core/ui/PageControls/control-panel]] [[$:/core/ui/PageControls/save-wiki]]"
},
"$:/tags/PageTemplate": {
"title": "$:/tags/PageTemplate",
"list": "[[$:/core/ui/PageTemplate/sidebar]] [[$:/core/ui/PageTemplate/story]] [[$:/core/ui/PageTemplate/alerts]] [[$:/core/ui/PageTemplate/topleftbar]] [[$:/core/ui/PageTemplate/toprightbar]]",
"text": ""
},
"$:/tags/SideBar": {
"title": "$:/tags/SideBar",
"list": "[[$:/core/ui/SideBar/Open]] [[$:/core/ui/SideBar/Recent]] [[$:/core/ui/SideBar/Tools]] [[$:/core/ui/SideBar/More]]",
"text": ""
},
"$:/tags/TiddlerInfo": {
"title": "$:/tags/TiddlerInfo",
"list": "[[$:/core/ui/TiddlerInfo/References]] [[$:/core/ui/TiddlerInfo/Tagging]] [[$:/core/ui/TiddlerInfo/List]] [[$:/core/ui/TiddlerInfo/Listed]] [[$:/core/ui/TiddlerInfo/Fields]]",
"text": ""
},
"$:/tags/TiddlerInfo/Advanced": {
"title": "$:/tags/TiddlerInfo/Advanced",
"list": "[[$:/core/ui/TiddlerInfo/Advanced/ShadowInfo]] [[$:/core/ui/TiddlerInfo/Advanced/PluginInfo]]"
},
"$:/tags/ViewTemplate": {
"title": "$:/tags/ViewTemplate",
"list": "[[$:/core/ui/ViewTemplate/title]] [[$:/core/ui/ViewTemplate/subtitle]] [[$:/core/ui/ViewTemplate/tags]] [[$:/core/ui/ViewTemplate/classic]] [[$:/core/ui/ViewTemplate/body]]"
},
"$:/tags/ViewToolbar": {
"title": "$:/tags/ViewToolbar",
"list": "[[$:/core/ui/ViewToolbar/info]] [[$:/core/ui/ViewToolbar/edit]] [[$:/core/ui/ViewToolbar/close]]"
},
"$:/snippets/themeswitcher": {
"title": "$:/snippets/themeswitcher",
"text": "\\define lingo-base() $:/language/ControlPanel/Appearance/Theme/\n<<lingo Prompt>> <$view tiddler={{$:/theme}} field=\"name\"/>\n\n<$linkcatcher to=\"$:/theme\">\n<$list filter=\"[plugin-type[theme]sort[title]]\"><div><$reveal state=\"$:/theme\" type=\"match\" text={{!!title}}>•</$reveal><$reveal state=\"$:/theme\" type=\"nomatch\" text={{!!title}}> </$reveal> <$link to={{!!title}}>''<$view field=\"name\" format=\"text\"/>'' <$view field=\"description\" format=\"text\"/></$link></div>\n</$list>\n</$linkcatcher>"
},
"$:/core/wiki/title": {
"title": "$:/core/wiki/title",
"type": "text/vnd.tiddlywiki",
"text": "{{$:/SiteTitle}} --- {{$:/SiteSubtitle}}"
},
"$:/view": {
"title": "$:/view",
"text": "classic"
},
"$:/snippets/viewswitcher": {
"title": "$:/snippets/viewswitcher",
"text": "\\define lingo-base() $:/language/ControlPanel/Appearance/StoryView/\n<<lingo Prompt>> <$select tiddler=\"$:/view\">\n<$list filter=\"[storyviews[]]\">\n<option><$view field=\"title\"/></option>\n</$list>\n</$select>"
}
}
}
<svg
class="tw-image-button"
viewBox="222 150 56 56"
width="22pt"
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<path
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<path
d="m 12.688971,6.5714369 a 6.0560999,6.0560999 0 1 1 -12.11219974,0 6.0560999,6.0560999 0 1 1 12.11219974,0 z"
transform="matrix(1.9670995,0,0,1.9670995,222.20774,150.11958)" />
<path style="fill:#ffffff"
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<svg class="tw-image-button" viewBox="0 0 300 300" width="28" height="28">
<path d="m37.938995,39.085999c-43.272995,43.272003 -43.378998,114.158997 -0.105988,157.432007c36.662994,36.663025 93.201996,42.25 135.92099,16.765991l76.343994,74.234985c10.506989,10.197998 27.084991,9.821045 37.116974,-0.843994c10.03302,-10.664978 9.77002,-27.445984 -0.737976,-37.643982l-75.182983,-72.864014c26.360992,-42.846985 21.007996,-100.044983 -16.028015,-137.080994c-43.27298,-43.27301 -114.054993,-43.27301 -157.326996,0l0,0zm31.738983,31.739014c26.10202,-26.10202 67.746033,-26.10202 93.848022,0c26.10199,26.10199 26.10199,67.745972 0,93.847961c-26.10199,26.102051 -67.746002,26.102051 -93.848022,0c-26.10199,-26.10199 -26.10199,-67.745972 0,-93.847961z"/>
</svg>
<$button to="$:/Search" title="Search" aria-label="Search" class="btn-invisible">{{$:/core/images/search-button}}</$button>
<div class="tw-more-sidebar">
<<tabs "[all[shadows+tiddlers]tag[$:/tags/MoreSideBar]!has[draft.of]]" "$:/core/ui/SideBar/Tools" "$:/state/tab/moresidebar" "tw-vertical">>
</div>
\define lingo-base() $:/language/ControlPanel/
<<lingo Tools/Import/Prompt>> <$browse/>
---
{{$:/snippets/viewswitcher}}
---
<<lingo Basics/Version/Prompt>> <<version>>
---
{{$:/snippets/encryptionstatus}}
---
<div class="tw-sidebar-lists">
<div class="tw-search">
<$edit-text tiddler="$:/temp/search" type="search" tag="input"/>
<$reveal state="$:/temp/search" type="nomatch" text="">
<$linkcatcher to="$:/temp/search">
<$link to="" class="btn-invisible">{{$:/core/images/close-button}}</$link>
</$linkcatcher>
</$reveal>
</div>
<$reveal state="$:/temp/search" type="nomatch" text="">
<div class="tw-search-results">
{{$:/language/Search/Matches}}
<$list filter="[!is[system]search{$:/temp/search}sort[title]limit[250]]" template="$:/core/ui/ListItemTemplate"/>
</div>
</$reveal>
<$reveal state="$:/temp/search" type="match" text="">
<<tabs "[all[shadows+tiddlers]tag[$:/tags/SideBar]!has[draft.of]]" "$:/TableOfContents" "$:/state/tab/sidebar">>
</$reveal>
</div>
<$button message="tw-close-other-tiddlers" title="Close other tiddlers" aria-label="Close other tiddlers" class="btn-invisible">{{$:/core/images/close-others-button}}</$button>
[!is[system]has[modified]!sort[modified]field:type[text/vnd.tiddlywiki]limit[8]]
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VoupaDAVeQlER4josNX/ZURGFmstITKyiIwSoqIxWmiNFlqhhT8SFUVERSlRUUpUtGWeCcIhAIdCOJTAIQSHZDiE4JAMhxQ4FMKhEA6FcMiHQzoc0uFQDw3l0AqhelBjuDXBp25gbjfi+beAizrB4VaOnTl2h2MfrvfHMoPIsoOhh5lrGWOtTr9Ap8vR6TIq907w6gz1QGIfVt8XnfYjNgfBZzBkpcdytwp3Mx3LZ3LXz12/xTdoMlXs9x322w7nnXDejv2+R6c9kNEXvGD300RsEZAaI8/ZXevCNRK/hW1aiscmY1eL9BPpeTe2LcW2pY5tS7FtKbYthd912LYrnNKxbSm2LcW2Fsd1wLZXWByHbR8Wz8lHSj5S8pESQEo+UZxGTFRBykapA/wqHykvOlLykZKPlHykvIOUUUjZjpR8pOQjJZ/8cDXc20tGDcDd7qy1nKirhaSAs54Aa7nBib6RSHoWSQEkPUgU1orYxwNIDCAxgMQJzj7+BBIDSAwgMYC0llK7tILTKDiNkWog3HsEvZ+kx3VSVwSZj62w0p35pDOfoDMfW21NcubzR7iMZT5BOHVlPukR8wkynyDzCSJhKBKesc8LmE+Q+QSZTxA9N0LPWUjtLVnYPhmoIU+HvcjqTf28Se3XbfU0vcvlcV3HXT/66sidP6n79Md6lp6tP9Fz9Kd6Lnfs00/77GElGltF/j5slktUJ5DduhKlk6hkwk8t6iExnl7F6nJqgevUbGoOq5VVIN/DZgGj+jDqckY1093YJSeTW1/i96lmCyP9jLU1zCxiaDbxt1y0UIuRSxnZi5EljGzMyFRHXgmj4sRzsx3PrSOeW4yW7ayLHc0W47nW2vOdCrsr/IrRbLGj0WI0WoxGi1lLE3jfDqdkNFqMRovRaDEabYdGS/DcdGQOll3NVlIhpNgnCSG8NhHbpSBhHRKGIcE+s5zoSAghIYSEEBLecLxiExJCSAghIYTXXgHntuKtmY53ZDLn1hF1oK2e78cbMp094inH/21t3Ew88Dp6jpCaNF7d7PQYSo/R9GginvdLRXtmFTuaEbeXV7CT2OUm47e2Yo2sUl2CXPqSU1zRY61HRX/paQGvPKXM3837ZqH5ynxoppsV5lvzjfrNP2ayWWnecc6//83cXmRe7/52bmaEaWYGnnVtvfmM1a9l/RtMjsn5FdyGmGvM4LOurTAfmeXmG3iuMrm0OuYDs9WMN/PQ/MXwHG4GmbvMx1Z7Zsp5e24x2+Fe97x97jWzzGjnfPnFyD8np++Y0x3mOdOFCkbhIzMvOGIpbT60qcKdJ1jhBE5AX+XX3jav8PmmmQL6OTfPLeh3PvpcUuHOw2ag6Y7/LsCLJ513Xt9i8VfNy+W/4+1mY8T9rXjbKPOFecT5fePZHCpwpAf22n6hfv/tj5njHMeZDhX8bZOZL9ZZajb/Sq5PmHbmwbOu7YTPCrMN391l6kr7mqsvWzkXYNeEnJ9pJpk3zFjhtM3MveAM1uGTV5LVIn8yIu6vMJvN7ItazEX8EFnzzN+c8/W/kdcW09k8bnqhpw2c/9WssVbg+pfU+Wf3XQLCivx9I+vaImcWaVUhM9v3kLdQN9pn37dRhd6huqg7VVfVjSrxLtDNvdSdg9i7hoCO7JtIF7vYTTTNuA78ZpGlm/GdyOu30tzyDD1KeEXD7Q4QQxdaDFzv5LwrLQbu3aQO7cFOfBfNi6SefNo3oT55E+oXqfHIHcLu9hAtAflT2Y3eoCUiuT+y3PJuPEre2EWr2vCPYVWxcKoNHx/ntj6oDQdbqyaw59SmGk3lehqtNpVUOucZtNqqKi2K+q8ax0xaNLVXdTjVoFWnUs6Ce01aiOoiG965nCXIe18/O1ke5/btr0U1BUi7lJrEvv29nOv1aTXB4VfQ074JronnXclKrqLVUlfTstXvaDHgu0bM3r4hrgGKvwbt/IGWRZ3VnjV3VDezgk7yriL8psJqOVm0nCJaThUtp4iWU0XLaaLfdNFvuug0U3SaIW+Xc9XbagY6nKk+YR1z1OdoY676Cg3Mo3mofZaw0qVg4QSw72pmvgbcmwDu3cScN9Pi5G20VjvUXjjY99BR6gdaVXWA5lMH1SFWfZgWr47QEtRR7VM5OqiDqqa8mc7VKTqF+jNVg9V0mq5BHZ2ls1S2biqIvpluzvUWug2f1+vrVW1q0LbcbadvoOa4UXegJuyoO3P9Nt2F8zt1D87v0ncpt75b9+a8j+7L9ft0f87tm+woPVgPU1X1w3qE8upHNKhWP6ofo54aDWL36Sf0MypB3m3n6Gf1C7Zml2cIU/SrzLlM/x93X9dvcP6mfpuZv6M/Zc5/p+7N1l/oeSpWzwe9x+mFerGtp6mBaiqXd66tfLw7/PXR/ZVS+aw195NDnzSvmHvMD2Yfkfw9UbyP/egr8zpVzNPE+Thy5RY5G/7b8oaTAfZDO8wBqoRj5ig59xgyDyH9hPkhopeTz5nLt/Q4YI4wz8P0O8hxK+MPX7S8iJ0JDgeR+AMcjpGj99vd/KyfIL0Onpb9Xy3QjlxmKw4qlGnmODKPm+P8fqxCL6fSNKupkr40i8weZnZEVnmUFdrzbewSG8iZltZd5Bo3hXuzz29lB9ldyRp/6XvS7JLjDxVnd971rbArKv/tdfM8a3gd7/kEeT+YPZWMeNx0Mp04DmK/OMJxuinD+2bJ+c2mPXv7FOm3H2/YRT2xFtxfmeSd+MkG5n0C3ZzgN6ujQ5Xt/lja8RG85ySfR+l/hM+Tv2alEXJtxbmduR202or01Qp90TlyrHfvFulH/yuJ27Ci5bTP2G9yVOI/oq3vrAWx+Vq0cIT+33Hcag5xbY/ZexFSPoo4X2DmsF9/ZN41y6gC3zXPV+ieXN73orRoFthYYE7l1T9VyDLTGt9sbx4yjbmzBh/42kzFX9uaP5tW5nJzmbmC1o++pRxLLkZOhMT3oYesxJ/3R1xdHq5RyWvH0dJxc4Lfj1cYu8I5rkEHX1EL7pW8YyPyqGSsI3Cw9fMmLLPJfHvOOSxyjnul3llpplvp5531ZHMr2GIf/MO10ZFfco9pYa41zc3rEb0tBqkQHWaVxOVuM/V8kiLXyio/r2hHs8GuwFa+F+Cwnzg8QdxvZR/5msi3x41oZyP+uuE8444w6jjRYd/rq8rsIFfPrd2dYQ2EdYqtDolll1XWM2xRpBFB5IyDWNTW9xeZ6/CBFRG/JZuOINkEMxQUfRP+27GSEfeblnaXBEknSQzW5+wm+tvzwfjl8NN7qHmJCOsCQh1FXsHmZrGZUYHbZqJiN58/4H3HK9cUfvilo4eVsnNsJRMcYMxh8b3NaOa81T4+EOGZ1PQDQJh34hcvsn8ttz7l/PgdbFJItdDZDKBvT9NDxjxt+piFYWxh+psHyPADqf+SmNlq5vQc8f0Fs9oq+GCx9IrcrZ4Euy5FCwvJNzaqKiKtFKqT+8wo+j7KLmL3i9fMGDQzU84nETt/C2NeVr+H3WMm83ZQK/LDnrI4QuLnrHku+89bfL7C55QKEtPL+x6xmUL2x0q91Ok1TyJvSzh25cq75u2I+9nsbs+ZGuYZcwM0QdD/aa1WkWMR9Zf9Locy1U19GdPGhPC2nnJ+J62H6Y5WU4i06XDvYkabR5j/XO5OM3+toFVbMazAE5YSjwvBaWdgsLNmf9LuUrJfHDl3r3OMvVPkf2kGii32yd54GJl7zVq5v/q0910QQV/4xyIsN3WsAjHMA51sp8a/QurxxlTijyn7/qeBYLEowWJasJj9jmws4+JoUWApL3csLvMILosRXBYr71PiqP2C3E8E4cSw06XQK5UWJUjNL0jNJ0gtgNWqMMLitaDgtUTBa0mC15IFr6UIXksVvJYGuvkQPh+BcWIE4/gE4yQKxkkFuexghjtpUWqX+p4+u9UeZrKXFq/20RIE1wQF1yTKmtMFd7jAHTeDMm4BfUQJ+vCAPrqrGN0D9BEL+rgbFNBT9wJl3AMSiREk4hMkEtD36wHgCItHgoJHEgWPJAseSRU8kob+RkIu+a63W/CpRahhzVo9ukSDmYJpXaIjl2inSLTjFu1ERaBZTwSajRHt5AmarSFvpGoKpvUJpo0VTOsTTOsVTJulCmk1VV3njYj9drNFudmCcn2CcrMF5cYKys0WlJujGtJqCtb1C9aNF6wbEKybIFg3V7BuULBuSDWmJeJPTbCoxb2XyPOGYnneUE8wcB156pAsSDhFnjokCx5OETycL3j4UsHDJYKHLxU8XCJ4uECeOqQKKi4VVFwqTx3qqz7OO7u+6L0fra48hwhj5gzBzFfIc4gGaijtMjWMdrl6mFZFsHRtwdJVxcNc4mFR4mExgqJrCIr2qeXydsJi6WzB0j7B0vGCpYOCpauKzxWJz7nF56IES9cQLB0rWDpOsLRPsLRX++Wb1AGdAAq1uDpbcHVtnayTuW7RdY6ga6+ga7+g63hB17UFXXsFXXsFV8cLrq7q+Lf1aZdg6UzxXZd4bZF4rVu8Nkq81iNeGyNemycouoagaJ+gaK+g6Cz9ov32p35Zv8ysLKKuLYg6WxC1TxB1tiDqHEHUfkHU8YKoEwRRBwVRhwRRZytXnPy9RFx/X08sUCw10UFqxSAZ8M/sS0dMnuzJx8iHO9kDl5OVd1DrbiYnf8MOtunXvWuAB7napMCpF/vmB6Yeu/5BuO/mznp22RXwfB3en7GHf03uXUDds4Tq51uLsy/I/YRUKaVUDGPMNM5an3F3m3x+zi63MDzrMzM6Uvaz0nM+LWYGR2WHtnVJuO67YBX23yG18tGnZFbnlYI1LkIGO+NJaqos9N7VjOCzqmCtE6L3TeCZdVybhr6/kr32O3R/TDDDr8V9lxJ56epciCe+fD5v22qofG5LBWVuMKfwhnX4wFdnzP2gYMcmeOB0qVP6V7K+c9faR+F/6NwTtjW8YKnyPuF66X/1Y32M+nkfHm0R3DOV9Fin7DusMGo6A++K/38dWflxLeItFJXKQWafQHQMkFgthGysWry9HT1uwrpv4u+LiNVv7buXXzXz7fjeThMg1ruax8wM6ro16PIA6MNi9S+E5xTi9FOqp6XUqQslVg/jP4fMjgtyF32bDlL3bzcTaYsq6bXeZgHnfKK5r/z690iyKGodK57O3KbZd5W/VLj4ta3mLmHNj6KZzaBw8WRmd+C0Ds0c+9TfyQQb0Fpl2OTURWtrr2Df8z2pOnD6qVz5lfNU5P/zn9pnSG6HbT+3mjVjfh2b82cEou0wWeVqfGQCu8QB07biU07niYpY9cI5/YyR8sSKaDpu8RHI55nKdh98c+FpLE2eeaD8+nZ8dBt5zj5h+ASvnSVPNfacjrpwnjXtlX3uuQlUNaGyN77cWVGOCL4yj5dfP4z3253BPutdzRxWyTojMK+NCeZ+gNnZiB9fCe8tv2SCs+6sJ8JWmaVnXItES+JZ5jZ0v441vgr2reRpDVyWlD8heiMimraz4m3Eyjd48UfmY/Zlq5l95RqX53+mBf3eMZ9xNqAS3uskkivT2DGbgStblXO/4r56wbi4yGd3cy6izxnfRjj/80bz8lnPEy0yq0W9raR2rUWNupma6gCV4VXyF4F9pSbsLzXhg9p+E2QgY26kTzZYwqIFLWjBJWjBLWghmlr9EvsNQVosdXg++6lFDjGCHLyCHGIFOcQJcvDKX0f6qKIvZ6zFD1rwQ6LgB7/gh3jBDwHBD0HBD4mCH5IEPyQLfkgR/JAq+CFN1pMu1Xa0VNuxUm17I6rtRKm2U6Wedks9HSX1dLQ6qo4xB/sXlB51Qp1k1CntAcnF6FiQHA3k56XmDkrN7ZWaO1Zq7jipudOl5tZSc8dLzZ1AzZ1O/wydQZVsv2Mcq6vpalzJ1JlcqU5FHisVeaJU5BlSkcei/RZ8ttSt4NkaSwTFEolU1U9ShT9FbR1NbT2BPhOpsNOlwo6RCjtWKuw4qbDTpcL2RlTYfqmw46mw34XndOrsWKmzE6XOTpY6O1Xq7DSps71YuJ9g0FwHg56J7r2ch5GoRfRa8Gg1edOqHVRq8bt2sKnF71oQqjvifWu0IFSPINQYQaixglDjBKF6BaEWiLdli7fVFG/LFmzqEw8LiW8VChINY9DwO9a6Du60HhMvHpMpHlNdPCYgHlNDEGeWIM4EPNz+NYPFnbUFa+YJ1kwUrJkkWDNRsGaSYM1LBGvmCMrMEXxZR/BlsuDLfMGX4b/vLRJ8mSL4MlXwZdoZ+DKMI8MI0r6N1RE4MlpwZJzgyALx7Gzx7ELx6fB72ICDHe17WC0I0h3xNjZaEGSBeHxN8fha4vHZgiB94seF4rV1xWt9DlK0vuiTTOCT5x76DHRo37pqByPat65akGI1eeuqHbxon3VoQY3uiHev0YIaYwQ1xglq9ApqLBDUmC2o0Sc+HRKfLhQPDqPDug46tP6aKf4aEH+toVwxaywijNmkrpMnI3ZHG8Ju299Mog6czd420+SY3PD3lkAKQ6iuHqDG6sKOujbingvtWP8Oe3bYj8MerMVrXeK1bvHaKPHaaOf7AZFv8cPv760PxYsPecWHfOJDXvEhn9jeL5bWYmm38949/Gbd2s8l9nOLxsO6DmtWizZdok23aDPaeZMd8QZauTx7rUY8x9QIeCfbfVSeY240i9k151MRrGflazluO2O3WG5jlArefpPsU8Gzi9n77ffzLOJaxihbf60lClL4bT7Xv2J/Xs1evEze0GyR559b5LvCjSVvBOTZVcI59ZopfwVrteiWeI+SeI+ReI+WeI+RePfIzhGUSI+RPSMo8R4te0ZQoj5Woj5Odguv2MQnNvFL7CeKZeIl9pMk4gKOBazu3RJlURJlMbJzBCXKYmTn8Ipl4iXWAhJTURJT0RJNMRJNHtkPghJNsRJNHommOMnyXokpj8SUR3K6V2IqUImFrT3dEhdREhcxEhceyelBiYgYyelBiYtYiYs4yeZe8QK/eEG8REeSZPPg6f8CoV7XL+kPXHujXnLPY+UZ8j3fGNVK3aC6qHvUA2qYGinXXaodudB+S6gjPnwrWe/MbwjJt3+d7wht1UX2P0qYL+V76eud76WvtTzMEq4/LWfLONsoZ6s52yIjnpMR4xixVfWnUnHB087oBSLAH/6PF+eoa0ZfsEraeN7n7+PkoPGE09+FurXS70GFV6jpU1v+q4b9cTsUfubtEYrhd2oFPuMqEec94zeJAnTmdv5Ph4tZsFZ3W3db+a8fSj63cv0p0cFzagq9UpV9j9vMtDJFprXpZupcSAMRq32xstq9kn7h9y7bKr3JXHWRLpaZu2Tmdl9vR/PLvhkvz2sD8rw2RfKfSzJfrOS8WNGuW/bNKHlGGy27Z5Q8o42WPTRB9lCv7KEe2UM9snsmye4ZlN0zWXbPRLFKHPMpYr8ollnV0/WkNrlHdNZfMl+CIAj7Nu81+3aV466zVryW/WCzeZYs9nUEStod0eNc71CsBtoh0yWx0g7t2BlYy7UjXwWkR/gnTnzCJWTfhZz2H/tsKUq+j1r+nVQ8w/6XEeV41C8/9n2KS4ufUD9mS249PcON4e/ZEnEaTZy2jZXhl78nc5FBrU7akqv85bOq+ONCqo0FRTR0s9/exg7xYocE0XpQtJ4o3wEMOXzC/uv+TbHgwl/s/DKZocvha9dg/8pAC2mpJ22fmlQ/7vI12Pcj4Uyk+Qxfl7X/P4PHfnsAAHicXZI/TFNRFIe/3ytUrKaYRg1CJSZIUgktHYxLiYMhmEBhIB0dJDExJo0To5NxcDAOytQSNcE4SVBERWVkYumfwYmJyclE8S+g9dwjiYbhfl/eeSf3nt99DwEJznOZaGS0WCJZnp65TjdtVqfV4u97labGT5Haq2jPEbHytavTHP2PaeuPbMlX6ImT991Eh620O1ST/CJGhixn7Dnr3Zl/ndERqyY0RT9FSlziCmVmuMEt7jDLHI95yjKrrLFOnfdssMkHPvKFbdsqrsNKqUu9Oq0B5XVOw7rAZz+xj6/uQbW5c4q7h9ThzuuQu6CD7nl+u2u6767Tcjckd1OxYCV10d1p4YMritxVPlmWPraMGZsvYpBdY07txiEdMOaVMBYYMM7zzVjTPWOd78YGP41NdojslFFjp8aNKU0aj/PDWGHbWNWYcU6zxgcqGh9qwrjAMTv1LMOM7LvPm9zmrt1ohUc8sTtdYkVpm7tgk79yZ9Xrzum1u6YVd11v3A29dTd1MtgmXHVX9M5dVVdIrsXwndXtyXtCWj3znM9DTi2FnHoRcuqE53wZUmk5pPI/yb7IH5l1atMAeJxjYGHpZNrDwMrAwFrBKsLAwCgBoZl3MVQwfuFgZuLnYGJiYmFmYl7AwLA+gEHBiwEKSioDfBiAgr9Z2Lz+VTFOYN/GuEqBgWEySI6FiXUZkFJg4AYAvQoPewB4nNWUZ3NVZRSFn3UTQHoglFAMJ0cpioaqVOkICEjvJAQIvUPoEEIJvUsNvbeAiogiLdQUEFApEeHm2nuZ8YszGuO+l8AwI/4A35n9zuzzflh79lnPAoIIlKcKwn/KW6dAn9dTwP9B5L486Rz6z5fHj4fOTGM+c9jLdKYyklGMZyVdGUwPBrKAhSxiMUtYym6WsYfldKcba1nNOroww2bKQ16eIj8FKEghClOEooRQjOKEUorShFGGspSz+Z8mnAo4jGYQY5jMMFoQwTM8SyUqU4WqvMCLVKM6u6hBTWrxMnWoSz0a0JBXaERjmtCUscQyjik2/1u8TT7e4QPOcoHLXCKVdNLIoCJXucKHXOMG1/mIj/mEW9zkNpnc4S6f8hn3mEACc5nHRIYzifrEM5NZtKQNbxBMCTaxng1sJBEfm9nONjqxhWY0JwuX2uxnH0lsZSdr8NKfAfS0nSbzJmcoyUsMYSh96EsverOKHdznIiuYTT9ieI7niWMEUURzgCMc4zDvcpT3eJ8THOcUpznISc5xnhQieZXWvEZbXqcdHWhPR1rZBoKDo+2Osb3ksc1i+49XVbXRLK32lPPU8aR60j33g9YEHQg6FZQSnuiEOCWcsk644zqVnOpOfaeFs9vZ5yRHhEa4EZUiIl2Pm9ct6hZ3S7pl3XC3qtvajXEHVcz4I+fP4JycgGcKm852RaqdKYSZwmVTyHykkGAKoU6YU95xAgr1TGHXExSKmUKZRwqxAQVMQbbN3JMTAn9nQvZsq6Ts+dlxf60CX/eH776avql2t7Val3XLVzkrKuuEr6A3yZvpXQlZ1cA70zve285bC+7eyXeIh7z0VZgn0hNr9k+zuvqgcoG4ZnXbk+m55/EFet+D+hc4Nx5UbpcRuNP+90R5zM/Gg2qSqBpGRRvjoZn5Osmmjzf3JbBejdTYCPEZLyPooCbGwgA1VTM1NxqSzcNHzP1+LoONzKPG5jFz9fFcV39hpJ4MOPsMZ1XXCEsJ+PuC5vKd8XfJGE41ftONYNcYvmIU+xm+bhT7Gf7VKL5pHN82hjONqNrG8V0/ybqkUO6rkxaqsxbxOT+pixarq5aou5apm5aqBz+rJ7+ot1aoj1aqr1bxJb+pl5YrSmsVrXXqp/WK0Qb1VyG+UmENUJIGahNfq4hiidQgbdRgbdYQbVGIhmqrhmkb36q4Oqgl36iYhmu7RmqnRmiHMjRKuzRauzVGe/x5oLHaq/Har3Hapwk6oDgd5HuV0EQd0lQd0WSV4geV1jR11HSd1gyd0UydVbxS+FEVNFsXNE+XuahEpWqB0jVfaSqpSUrWFB22jGiVmxAdLS3aWwqcU4LOa44uBrLIn0NRgUSKtuyLs9SzJFIDNTSi69j/3BpIu98D2ZSt/PAPhRZpd3icY2AgCP4B4V6GvazLGBhYmIDcjezb/oWxbvv/gUXo/0cIj8EICJHUsS5jYfj/GaGSdStQLZSPou4MqolAPsjMGSA+ADfwNkoAAAB4nK1VaXMTRxCd1WHLt8EHCRvCiEGO0c4q5jIChDG7OgLOIV/JLuTYtWTnPvjGb9hf0yuSKvKNn5bXowMbTFJFxeVSv+l5O/O6p6eHhJYk9oNGKOXWCzG7vUVju48DumHTahgdyWQ/oEwp/rsgCqLTUQd2sUgiJOGrek9Ywo88lyxNMjpyKaNlV9LLNuVWHvdWrUm/0WnsPAmKqmgngaR2OyjSZmhLqjKqhqFM+6S4S6twDUaS1nh+jZkv24GEiCSWNNkOIngkz00yWme0HtlRGIY2WU4YKhLt4DAMXcpqiXVypRiC8n47oLzyaEx5kB+SFbmU0wq6ZDfNH3iSZ/qb06RPuahB2XIRXl8mMsHK6Vq+lGwHUduOd8JAhZjb3A0wYXNAg11dymsa952eyPTTMoah8hTSq7yYMgdHZHWwN+XLLo1ryQKn/M6LnDiQvAJtRiFToroRWNC98SnhN7xycZToCX0y8ZP9VSwHEqC7FMlGomI+BJMlYXMmSdoQOVRJ2ZKK6/0tprTRRpPlokvTOs1kGtSN6y7NaMxLSdP+I/4KQHkhzfBoB6MZjFyaxdfzJiiJGDrYmGb9SCaRpFmE7dKc3toL0ly3Hl6mmUP1zKV5vbUdbO32nXYR/gXjP6NTMefvB+ncnE9W7NGswyWGwvPSaf6ZwQ9Zy8hlttQOUg4f4XoJjgfbzpSLCp8Nsd2f509QuewJEUkL+lvwnkz2W44gFWJBIUk+iY2eZVkm22e1SEWmsRfQnPJkg6Y4dQrl4skI2/81P2+JWeF5SZSeGXPoqWNfQpoWENtZx6VFnVpsl5Bntss6zbI9p9Mc2/d0mmf7vk7H2J7X6ThbW6cFth/odILtBS1o2nkHIR9CyAUscBFC2EoIYVuEELaXIIStghC2lyGEbQlC2K5ACNuPIITtqpY1U0ZXNLadj6SPQ4h8k3NU+SoXVVnTFYeuoOAdlGpLviXdKq4q7jT/ykC9uKRHZ2Atk1Mma2nNBOcez8rJqYqWN43Oj8GxGm8ujvtz6qbsF8t/Cv6rb6hqWrGWEMka4obQ03WiauOqS1d15VzNpWv/RUWFdUC/jqMQyyVZkS1zITOlh0nSUi3c5QAdFx1Leb1rlrW0iP1voAkso/rxbyg04TuHSUVJWUuw1s1X07LSX4NyWBMsSRFf5s3t4HlGZqX9PLOSPR963KIKaHXKsFUTV8t//Z5E3GX6fTjjR11FWT/uYjrjxzZwxH3l9W9iSMJToJo4O4UdmogLxuyC9U7ZRPV7WQ63F7nPo5Dyb6yKFTmikhGBXzQ6WxXDV3vhyNc5BxKe/MogB6qG1Nwybirg0kjZVC3ejE+ralLGAQwyKvaCiqzh2WLFA6dkLcOUj5Uwenj8Yewf1GmVOzgZxeV7e6DAHx5NxC/n6yEOj/KOVrLCWWui69bCSlq2FnHx7o7c7ePu2kn2qZx7mm44py66oemmk2BjLhaofZODY6lQGdT7owobZpeLS6HUK7gk/eU20SzQoN+hFFv/V/WxfO4rNYXWcey8i+FA4wNOxjB+j+MvqkECBnGMQvYR8lL/cuLxxT1cqNAa7mL9Lf4Geq21uEBXgZuarsO0OGsN5FU28U4N8/SJ5nKkFuBD3RNiE+ARgMVgS/cs4/kUwHg+Y84DgM+Zw+AL5jBoM4fBNnPuAewwh8EucxjsMYfBPnPuA3zJHAZfMYdBwBwGIXM8gMfMYfCEOQy+Zg6Db5izAfAtcxh8xxwGEXMYxJrWR2k+4AHdAeoYdBeoa+oJgxoGh5pujdhHPDDs7w1i9g8GMfVHTdUR9SceGOrPBjH1F4OY+qum2yPqbzww1N8NYuofBjH1qX4+kctkG/224jlUOKTs5fYzfk/cfwD31S4VAAEAAf//AA94nLy9B3xcxbU4PHPb9t57L9qilbTaXXWterUsuahalnuRbbliG4NNs+kxEAi9E0wHO8QGQmgJyXsEArxUSHt5yT8vBEgeJS8kWLr6ZubuSitZpv2/77N/9u7eO/fMmTPnnDlt5gIGRABg7Owx4AMZUA3qgSIrraupqigLqykmFtXVwWSZkzLolYwK+kLBOiZVHvR5lZTPG9KV11G5m+hnMQU9Gk8G/fufyuvWtu7oKbJHyop9rPEhDWcqSsZdJcX+Ur9N5VX3GvxlDntpwGAIlNodZX4D/xD90aSygd48eRNzXnF9sGV1dWZxdSTgN67aFUhFA0VJny+mVCsdUyF7GX6szO4o9RsM/lLmyk+HW1gHANT0/wLA7kfjUAAjCGS9OsjQsBUwAAIGrgQ0XdtGQQDqQLtG49O5WbE56vF5gyHaQythFEIP9NDFMKSEInb/m76YbOvUQ1vFxd6fUJVQy18Lf3xcYVcqbQqfFYb4t01B9tjk+fC/3APJ5KAHANz/+wBwk6h/LTCD6myFAQIR6h8CSgypUSAGLC1mR1FL0XIgEtW2IYyYAQ4yTB2DMdLgP2qJ2B6FHp3HQP4Voobw4ianOkvhFG8vo6om/xib+udRRbn/Neo/mdLTMviNfrVPw7zJb3+D3/hLuI5/y+bBKFLfTQ4HMX40uAfN838g/HTADYpAXbZaDmkGU0gEaYqhxwDLggHUEqFGURChBmEdbNfrASgK+Tx6t95lMqCHtR6xWB9Najy5iRcxZPohulBHpcqLKV8gWZZGTBKF98CPjv7oohpn/eomGGm99OVD/HtQ3bWh1ubMrm/jP/zFlV+78PI/scfS644OJUf7Gk1N0ytu35mlDvCD/preeKIrZf/Oum07VyEaLpr+gNWxp0ACtGQb0cxSNIQs1QpoBjA02MpBwDKAHQcMQw0g7Fva0GDgAICwFbZDhL/LYTZqVCIWJGBCJNZFYZkLcozP6w8ilLVpf7LMaBIpIWJiBvO2Qe9EjF1HZeogc7FRMz7IT3/7Hn761OpNz0Hurjv/t39YbDGq3MGyxoHK1ffsybbsvXtFZqirySM1wuWa3dv2TLwM1ffcB1Uvb9u07KBcq7E4LZqWS54798DzF7fIrUVOiQzPCRoXfzsZVzu1puu4u3cwqzehwWUQD1ZLJTQQtUIxYFptC1yGTOtQ13EleqQMUYFjaG4r4FiGQ0RgRQwrKqSFSFTXBiUUAOJBIBZ3itttXcc1X/DJjjOe1H7lPvVfuU/jV+7T/JX7tH7lPt1fsc9s5cIPSbAqEQG4dd7TiL/zzw7l/mQtEDQ3VlWmkvGoz2O3GnQMBdphuxQxPVtmFCQzlCmmPo/vk0hClFAFnVDQ7uihNPV1pcft8bR3xa798739ny8LciQ6i/9wq2Jlt69hOF3U5jNx76osWodFdpF83/cgdfNnSohm99qd0hJjV7k3HdTLZItMgMI6jL0f6TA5sABX1k4UFaIC0aZEeSH17gl7/IzYFIV6Cok4Wo7KGKOWxYrJQ3QUe//4i/xH90+9TYXuh8oXx/n36/c9NM7/GVrGH9pXT/30Lv4fL46zx7a8wP/jrn3PXdI6ybVe8hySVaw/S1HfMpDIxrBep7FeRwgt5yDLCgp9OSD6HF2VARlR6SK0zkAD6jn3jymdOgQ/5Tnq4skd7LFfCPoaQZ2FLwFF2WABfGY5i1YJAr+OxqAlQIIhc3iMecgELuWc+gP/EYa67JdTTyJQRMd0Id3ZgXRMCchky7WQgmGk90sgAtcKWKQ+WWYsT8eWGTq2gnadLxwLezmxJRrAHDKrKp0U5plQMT3LMumMBrFILTIA2I6Jfx09wf/XqxPj34fGxwZvuWRrfJG2yutp7FvfuOWxA41tF53a0Xuo5pTVAX9/dV9XTlOqX95qL22NHHAoDLqgXdt+6Xf3nP/9y9o8DihyGG6eekqgD7uO0N+TdebW9VEWzlnY8RqKMS5Cy1H+L7uO/2hqiP8IKqkH0L/9U5ezx6a+Tk0AASZ8AsGkgS6rFhhJgKSmxAYCBT6Bn8zT0jj9AfXv6IcZLOk67u0dPCmGeJGx4U8KYo2MLmY1OWsDwjwtbVkzQKssmtGt5B4ieP7W0CmDJ5RjWEHQ6iCRPyOWxJTGQ/17zb5v7U1vqqTFNO2waTKRysFqJ1RQ1IGXr+xUKMO9YaNN6WnfvYR+ODcmdivC0QFCWT9a4wFa49H6TwF6jIV4iAykqDoKUSsQCrgxtSCeQLTYV0PIiZzQBDEWsBiZHph+8PH6YJkWXmPJRN7hLdFiT8oM//HXkoSa36grSyznP4YKut1ggv9yW6YeyJjkUd/UiM1KGW3GqcN5uiGc6A/QDxZYskY0eEJn2A+IiYHmjBYbowHCyPBxqnHyBFT87ncFz3IvoR8hEMz6EAXxeCgsH3ArA7G5QguWiseY1kSxWYd0lgnRENbR1RAZVuVobFwUekNYl6HfhIEhvU/jUCqdGviIWGuwal/9K03zXa5sMOviW2nmr69qrQaNGJ6gBt0tvkCLm/aotGLq02H6mLXOPfladTWd8dTbJofZY5RYq5r8bQF/mvEYEY0F1ARSmzwWNUGN9F0MU5qkhhA5hxIs1lh0Whn1D9T1le6ofkpB03/9GnuMlmiUkxW+Zge9/dNhg4X+vrveOnk5pgyF5ZpjkFwbkDVXoAvnyHA4Ei7QhYUyzBCNWKDzOWYzVovf5D96aXz8Jaj85sT37r1oOMH/Nbv3oXGkGbPZffhzbxZryA9/uH37D6Hqrrug6ofbk6NHvvni+L7nDre2Hn5uH1aZWGESm7Nr+jqE4zvItygGlWA8q/NYKAZ1Fw4xLKMUU8gobu067kcy40IUhNsR6vVtc6y4WQlyIR6mJ4RmC7UYykqKikLhgJ+wtDDgYEiELWhdgZmXwWwhQiuC3miCxJNh0YoIjQU0WP+tnm5Hb2j8+7sP5SjRV6Mwml3GK57ctPP0cFWGWrTpakwS+vqS+NR3x84tIEskvDnshvJ10HtcIE5iidaiFv1jHf/esd2nGulIPSbSxgezk38oxmSikG37oTiI5tGONPTrXcediBhSGwScDDkwFLL98A+R8GNIuO3Nrw5I6wBuQCqiOK6lTQKxR8EKHkXOConNbQlwO/xVtFwKsRMy95ls+os0J2sc+coOIPJ3sMj4yCIvARscaBD2sODLyMTW2eVJ5EkRKwPieSDKzZSi5zGgODB1gbAywsnrBt7/+g0fPz429vjHN3z9/QF3xfjNY6tuGa+sHL9l1djN4xUzK+d3xsa3/yDPiFvGvjMV3/fCZe3tl72wb98Ll7a3X/oC8c3I2voQEhslsIFoNgxoFsknTY2hoeQNCKL3AbBZNCrUTOFB66tBUIB5DzeUzHk4yCV7HKm9X1z3syubWq/+6ddeeaVzosPvb5/oegW5ZzR7rPnAw+s3P3Go9SeBlrW1VSsbfRiHbv5PXC+aZycowzggXYy9L0RxzPV5ds7hg9wWJLqBINEZ2MnCKjkB563DZ8owG+7a2gK3/65kkftnyS1VX0SYV5+47aJSfqfV965S+QVkWrDBpETP+UAyW6LMeZEcWmkELzJH0dyiDIDPY7Og1qaYB1lDxjk0FRnxYoPXmjx1gzniPnP9Ty/LRvv2dScDcPzjFhf/pqYovPvB7p0d/uu+8SiVmnqVPVY7ccuKjovHe82O9NS7afiG1fhSsGlFZmIvWTeKpz9APuEpUIt93VrkL7oh0j2Y4jQyftA6zCDMxxGqhI1bZtROK9VeXYmI77NbfV7CBIR184Tm8tGOUEYIjRCbuphLkWCI0UTfJ7fpDaXNI3UVyyrtlSv3H9q/srLpou/sb7n0vK2RxVK31lLVu6Vr9yF063x0q37/8V0XvtXN3GXQuYIuW0lTONlcEoxWDhwaXvPIBR22stboRUpdUVnRtg2V7aXecMXwZWsX37intbcdjdGJ+Pp6NBcibBNhgtPLGWIRCSsrjjYAERJGFtOd2ImeFHM9381/zHezx357OsO88ltMq2uQjViH4FiAP+uhc1YCmuwcPSDQ65RyEQcs0MIiTyIgWCaaHCXIVydF/bnnvGVxqFh62++uuvp3ty2Fivjy894uX3npUnrN5J0X/fquoaG7fn0R+n7X0kvHyvEczcRstABZSGKytkOYC0HgdTPmxpYBjek6s6pjM8Une8sXkyFf26WUOTRwqTjhfXvq6Y/ZY17b5NHoxoqKjVF6lyn46TAamwZ5WAHURxjTyGdERhTqhRLWZ0wsZFSbNZEaEhHS4Z50BT3hjo2mdEYndAuFCBH0af7LlxD/Q6wSi3UyaEfdL8b42AwahfofXKn3p3z9x/zLIjnHKjj+pb+zxzz2ybvcXZFIl5tebQoiLO+q61ucpVdb/Mim+I0uZjbHdJN+wrc0oglScEiVOrM2FbYU80TJWRNhb5EHL+oS6MHoCagmPegntig4ESRBoz/ySSi3W2SwnZWLYbHMqoeQT8Df8X+3e6T8CZGcf0Huspym3qGeV2mm/ia3KOCvddqpRVMKu5aKGPU80DjIHH2M8HEgfPTAkbXKaYQfxPSbVZoxr4bOyTWcP1O0kv/71Id/9RUpodjkUyq8RiiSxbx/o0qm3qRK6L1eK++IdQeC3VH4R2OQjD+MePoI0dUBtNJR1AxLo5vLZ/haCZQGjV7ga70IolUmhQ09xN5HrFNW6n9Of1spo96ZKmaPrS0Onn7nl+P6gJpx/ALpr9LpD+grGAPqpxx8Lat0Q5qNIaohfuewMYIX2DDSZBTNIGOdAiKOEo2B3GLXjtY9jgMDEJkueOg2tMKetSleOevIA3mdPpS1RYqQZooXlUfKfR6HzWzUaaViEIZh7KB7iI6niUghbZKZibSiy2kSaNUEkKWeUtIGvZG2+IIyY6izdyTTMNEbqz36/vHBpTWLa0qdVr8sduJfw0fXJHlX9/bU1usGg4sM7g5fyq/1tW5qqdo5UsPUbFxr99lt2sX3Vm/++sDU/lszFY+xtkiFp6EC221JZFtqEY2awRIwAtVCAEbVWEOJgBNStBFH4JBpMueKjMb2CY4rpYBYxInEHNKxyN2kqa0KyEkhpDk4ppJTIhEYkCgR/drbZIihBfOjlcmHeb7Cwx3Ydqn/os+BmcfagEw2AwEZMaFlS5HH1r90ZNlIT3drS7auMlNelij2e+1WvValkElAM2xWk/BhziTwOCFetkiwhMbm5szsMXNmTzB56iAkU0dWOujlRB60fjP7B26cqGflBs3UQ8qrtjX3VwQMfmVT0drxifJtz9U6h8b313buXxa3Vq+84tQ5BVM89NLe3TeEKh/mv4FmOLCopXR5nR/+bPNuBTxhLutitE2Hvr3DHjBIrr/K6raalpU0hNRrNqUXlZqCHdvagos7GkpdtG/juMvvQmzQ1ze4qGtg6rusq7jG05J11q9rgS8dObd0RVsEr/kHpj9kIuzraH0IgycE01JFI/vF6aBYxgAplnBDwRWaneEGrEXq20QwZ9q0Y5udGuBoiiwtOUP1Mxp1oEZZz/z7HNbcQitA2mAj1GYFwOu2hm1hhKkZGaJipB+SyNeaSWIIKzcOeWH6a4TpQzN14JO6m1YPXbM+Xbf73rUlixsyFhnnsMBU23hJZG2mciTr3cG+PnWycVHrJd/Zc/C163p13lJni9VIL2mo5svLi4oGLlv50E1EfzVNf0h/k9GCGNiSlcaQeWFF0kK1CsTwz5ofmElnzI8cWwJBEr5AM8yxWUk46Av7SIxmrpFCFXKloE2IbTIkM+h1/rKWZMOaBrevcWV1dUdZwORUtRWt2rgtPfbgoY6GQ985d/djLXSRUm1ymBKDBxcvuXAg7vA5TMOYg9ou/8GhnS99rbezRRgrfzsZaxP4ljCPGhyoTpdJJcj0aoAigPli3jVIOAM3jp8R7gQMC2ZipO1tRM2KBoFI1ClCVEku3B7HYBgAC55D5Mo/NZQ1QVBfW1IcLfK4cvHQJtgkmRcPpfMkEp2FjvNCofA+pVcIhS67drw2R7SGs1G3+dFhxcouX8NQuqjda8wHQS+R9x15erdAzeEzyd3bJSkrjH5iOWxBvPW/SA7NyOffk1UZIEs57BTDIl5h8OIliBJxonOS0U6EBq1YXH7F8sy7z5Flaka0OvAyZbJaIPC4LEXWIpNRp5GIgBmaxWSJSszjKSRdeFHSIBM+RzN6ZanC4G7tG00vu3p9pm7Pvev7D5R8wrsXbUWyVFkxnPU60j3xtf6qiKn1yMuHdr18bV+mmHJ+WnYyWw1fS0Yiyy8ZGj642IfG24jG+1fEX34QB+efxMsOzAlSKK/mAQeIkhdDHAoQwRkVn5elL9SSiJMlGICgKByIB+OCxkfj9kO/ZEbjc0jh02eKlimnyqnE6m/ubTJ7p45wsfa1NTUDDaUmF5KtDdt3p7c8fXlP8wVP7d96QAN/YksvZbR1+x7bXhFavLsrYPfac9J11Y8v2/zMFb0nDuwoWZ4NCPGvIjTxP2BfAC5QkU2pVRQ2vVjsyMwGfNAEL0csALJtOBRdx2IDyQVcGkMwYMQB6KQmVAxrYVKYM8TjJHTrwFaT5ntDDt8tqbVHh9pqWag0OTWxlhILlPFTdLuSc9jWdw9evaZcd75SI6F1iUWVzccnnxLwwnnjYvYnwA2qshmNmuDFsLN4ER7L44VMo3xk3A3cGo0hEDCKkdqai1lO/AhqGh+yJ7+Pkas79NIlkQG3mCr2rr6kz0ed/wl/SQ45z8p79jZJpBeaJN6m9U2WSRHdMflUDrcu9mVEhPUniQ2AuCaMuMZJHGyMKcIOGXLLWYKdWEQRP8BGDM5ZN3zBRkNZdY68ugaNJ2CUiK1nDCOJsMcCwTlg0uAThlE+fu/E8pu67vtHar1vx96P38sNIbrkxt0tMvgpMtMp7uDuaI6+NCjlb6J5Rg8qwSIwCm7OqsVQJC7TUpSoIYIWXCzudhzikSI1S9EiClmegOVodgwhnm0DYjGyeAQe5zjC451YGhKIOmIAxVvPfGzBJ4ayjsU9yCpa3jO6eLSzPVvn85hNGhVDg0pYKSOSYTR5DPpZ9RjiCr1kbJUXQ2LOCh+wvJhBPlReuUJh/UWkwlfgh427S2EotUIqq916/fKqTEnegb7gmb17Ht1VMdAVLlF7kt6eodpt34Db/XVLR9cmipK26pXNLesanPxfipvjphH0xxRvYZA9sCIm1Vir3N3n9SdkDr/LIaellvRoR/OF62rjXWtSbWschtZKU2lJVBO5emX3eQPFp593BoxStLyY6opsCa/OEEhSGyyxukD30FC3vy5uIbx/AE3QP5EeNoDSbDGNlmo9soFxbAEZKUi95mwUJKXEYUOXDcDgQ4yAczYF9giOTuOhizQHPqm5dvWyiwfin/QPZneUIVvjB5WtlRuv6Z/aTX1t5caqsikr1v+rUOe3s6+iKTPh6D72jgaIOmcgmfRcxEWPnQrkqSG/Xx/FMXA4MxtCxQY88E9otUarPO7KiMUSqXR7qqJWhjrNIwUbdVfgaxXoGv6swuO9BP13AK2cNI5tU3P6Iv3Q+X4OfCJAAdT0t/mbCa46EALl2VKphMJOECl7QKxV38Yi+z2Ll2owiKB0Ylh+r9WM2usCASH4ll9u6wQzbYFh+BYdHPbVuCW0NRBIOhV4UNWemQFUk0H9umnvUFIiPaKXqTzpMBNYYIS5OWXiaE4deE4Vc/ImWKvWtxG5yiVP0B0HcOAMiodk+DQ4haJbMIWCqLKz2OJQTatDrj/wL3nDBo8K9v+nI6LkP1U6nRWfsK9PPqbQw2qDkb8kblaFTbxSZ4FHTEoem9x53DgbsSnHsirksIAoRD5nqwIZ3C2Cy2rkyDJP4hpYVyEFIWg0xDdkXcgrvvbZm4Imi4EYYk1DMOgRNBle2+pIyAX/P8ulyjn8elOJSm2rblpUvPqgy9zev7p0+eHhxCf9S4MNpfZ/Lu1Nj4YZKt7tLPMbNg8kO4qN5euuHcW8vGattbSzBH/buDJVPKUBs/KExmcBfVkpi2hvJvIkDE1HEhqQKOG8SNmyJjKuM4VtKKtAdyzAgobkyclbbkTO+SPQuFoWDZbPih1Cuc9dHtTPEzwK2/RMFcJPh/T+YsEAMRGsGKIvMSvnfXzbwneIWaUz6CGwWfQugws5kzqo4wqdyRxj64hNShSikcruevZIe/uRZ3ft/u6Rjo4j39194XnnXXjxwYOMtvPyl8/FCcDOK18+cO7Ll3dO3vHosWOPP3H//Y/htWP6SWYVsx7ZTTFQDnZmdQ4wm3fRyXJ5FzwM95lZlXZiRcwmXj67SQfOvCiL4/Hy4vJAMBwKiYQUXN5WRsZGFOZ0P7I9SPoF6knqhYN4qCFopE9mW/Ag2y/IeJW+UEQ3fGtjKx7ttRMVcoPFbTww+RM33F+x5JKroPLCK138VRn6YMvz+/D4HfaE3q4R/UfLS+diMlR1aa0q0dTt+3og7z3Jg28f27mY59AQ8BxyN6I5LAE1oAX8GuEMpeLZaIZAjtiMsShFxqIUjikkFF4XORmJHchF1NyIRfhLPUMCFZkzmkOJZKY1OOuTyMEN1NWWlULQkK1tqWupSJfWlNXEIl73THiiBJYoPzs8AQtN9zoIC3htJiDBD3xjoo4EJB5WXjWR6astMTmUHSQgsfW52pqXLlr/yPktrQef2Hz+s9WZp6ce27tr1979u3bSWRx7OG4unRN7mLFtV29avSnPqxvHhrfm+fXYo9S3coEGChzgTzARxgCMaM24SdB0NutMiCEXT8g5NEQf5N2YVhIQaKTzhTsLNuqYaUTiCdkz4g2FbXA8wYyUjMthCplDCCNj2O/B8QSdoE8KIgrBkEZXGE0oprBy0dfds3XZVcgB2n3f+oFzS/6yaFsisraqYrgeuT+L+BNsX3ysbbD1yPcP7UYOUCrBr2DuEWIJkX7s//T4sb/Hn6D/F9HDCqI47oJHpjIhp8/lJE4fZEjcBV2hC67MxF1mQijtsyNtxQt3I5ih04KNOvKNsh5Mjew8b3JOG0wnu41keaL2KMLUEg6QuAte+QpdRSdlyqSTcJ6v+L+fuFp6BpN5T7FkcVOFVako5Z+a4y0y1KdPwDc9qYAh7zFq3HF7VXzyyXkuo7CWUH9ENDODq7uOJ9AYZTKOooCJRGFs5Bed+zUkEEGHA+szK8xMAjVBtDy+Rue1ePvMbUQ5imZoat38ZUi4PyQsQ2Zg9vgDM8uQUeAbwcshSypah64LOlll6eHhtqia1alV1faibDKkYSibb8+Kza5ntCqpOZ4tmrocjw3HrhNIh9XiClOc03J+Vk6rfW5OyxdK4FiReTZWxC2czyI8PJPQot6XGjXaonRLomNptG14FCGa2nTLutT60cXOSpnTZCpKd1TE6ot00baRsZG2aNnq68bGH6+iq9QKvUVfV+aJe23uovrBus6DI0mdt9i2UqO1Oq0Gb9zsL0a3oo2rmut3LU+2VuZsgekPmIuQv9sK9pP1/6QDeXC4xsaB2Bzmc+AutKAhE4jGNXFIYaKpaxFmAde4kGXYt1AL5B3PTBYJyOuIOq0OBbxuiwm0wlbRrAJlEHmYhdN9DA7xkmpXRERsVNRR1KXnHNtUEqpurg6VdQ52ltVvvaa3eHhpp7NKiogUKcvG6xele8d605H6jvqIqawnc8lln7Rf/j32heYNe5NVS+qKI3GHp6S4vGt80fKLBuOzpOqqSdSVJuqHWyqXZJPpugi2a++5bbKEfmv8Wxd3YJp5pz+gfsvWAC/YkZVKEL3cELDYflISGUe21AT2EOjlAEszWbsHcQCErO9+ch+gq5Bjtxa0AwXNhrIGCISEhUatUnAM8EIvjgix3mBKKP4S7F+S8Bdi3IThlRC+eek1m/X2+8tZu/FCqOX/ligyuUxaiUwp7kxfrb7pCFVrta6xQbPeyD93fOpnJWmZXCaT7Y8XE37YgXj+b8ijILYhwgZBRO5F3jZEZl/OG6EGcvkxZIHlr6Lf+BZxklrpWdsw6NH5SP0cwRRpJFyOMxPZ0sCNAwPIHPzkplKFxt3cg0xENB8MNbVn5cbKMuq/T/PxJe4UMhM3XdNPXY1xlCDfwYRwnJfHzM7NYxZmF3MJRclr9gD3Q7VJKjVrfiTyW77Pb/49Q1n1U78pWVFcvKKE8uutp3lCBy3yAZKIlWM4jxk0FeQxs/k8ZtgTOzOPqcvlMed27A3RwRAnorko1P7AFuSul6lFMovyYc5n2WYNcPcrTFKxVn4TQum7/Hd+6FU8rZPKtc/Ki54XsIv3RyL9cSqot6Jfvyruj0b7iwVcY1RfbWVNzdQJXHvCIbooEV1swJ116JUcYGZJM5PNDOeymQRnjGG6GkqIA0UjBEkycz3/xN9sVukvWZXsMaPvj/zjcNXfbB7ZryTqF2Vu828pDfxQpeEf0ng1UBngrVP/x66F6/1m/pdCDhNwyK5wor4NwJ61KFgqn8LM5haxqNdLUpikWEhAxDhLrP+R+fxPv8ivftvhEf9KrxDrZK+LA6Yf8v9ttcHb6FN27dT7mbQ9Y6N0equgw8oRz42g/lS5yqy8QM2mMDUGjV6ozOIKs5ceekSr4s3w08l31Gr4Pq+hpfTt1jL11KHnN2oSBuqK50gcuI9uoCbY74AikEJS0YNzmPGZHOb8jKQEcjiQzoGRfG6yhW6PRiBIFEdS0ZTfO5OHLIJFOA8JPyMPmY9czCYiKZvZIpObY8UpT6S51OZddnRrIu6NeZ0GnUXsqri0p3K43sP/PFjlrO6OawN0h9Lo1zv1UmO0vsjTUhGgLem4Uqs0yCuTCX/DYDl/4U6bo49SGmxqtwWNoYOupd5inya+VyQbwpU7yH4emXGy0GC+rFsFv96xvz+R6N/f0XHuQEnJwLkdTQ0NTa0NDezTsb5zOjr3LY3Flu7r7DinL8Yblg8NLVs2NLQcz2svc5QKsKeQvFuRaYA9Ilx00QLaEeEZIIESWoiIuQT2hZmisPKar9l92k/YUzbrxyo9ZDEPQAWC8y6Bg+shcQ0Q5sYWKJT3in0knkJYH6861Luf6Hz2G46qwmH2FH9ar/rYahP4LMNcS/2FPQbUWO+ISA0qEi4KbMc1lkjvRIjeEYqHkLirBAZPUn+5X+lQrpFJZdJ1cqfqkT+9w1wrU26SKpXSTQo5NM6BrZnVaQgytZ3UIoB2TXRGp7lwxj9dLyT8fZlHVDbxOCtjpfLNYrvy/j+9wx6TirazCpFCvp2T8e8i2EuYb1L/wd4jVGNxuJIXQR6ZWb9raURQs1GrUSmkYoYGNmgTluV0KpmbUjyRvnwY6LTTe6Mr3RX316UTeofnFldFV8xfny5mF3uiFSMNPrSG+iLoix99IfJTw1xK/R/2ZhKbMmX1eBLhAKl7Ae3hcLigHHfWemXnB596jaGkw1YaMBoDpTZHMmSENxgDSYe9DF8pszuSASMrtwv7lNCvoNEYRHfn/ka0WM88Tz3LrkAeqjlrwMwB+nJ6AsAOoRAZbwZaT/VPPcyuuJPMzRrmCup5NDcGUgtNMXjORwj+eL+LRi2XciwwQANLpBnhnMyFWwn94LX9u9ucj8kcZaFQmUP2mLNtD3NFvGdTlbPEo9V6SpxVm3rihE4nmHXUDvY0kb2xruMStOKa80ExxGyQWpqL9lOwK7fBQwsK5BMHRGlS/XyWh4aGTvmDAr3n7ybL6HPpOTTVJ/y1vbH4krpAoG5JPNZb6780EQuXlIRjCTZe3J12OtPdxfHOlMOR6owHk8lgpLSU4H8jc5TeSeTMgCubhHlmkd2OhA20S6UASA1SvUpBhI6bI3Se3Dc6Sen/TR20rz+kLApDflLrc+w5IdEY7PoZWSQfCp1SRObmY+YbVIJ9A8cxSXxNyCQgvvLjqZzPVVRifsSSLZ0JylZGLZZoJYL5J/52pM99yHS5WEjyyeQSJDEmSAPi0+R/QeLTSEjQDBkG1Brk5iDKD6LJ6KTzuXY8Q9TE3Du4KhtgIxF1NoHwzd9AfowKAoNOJsUWmFD9VZA3TYrmJEUtuf0hNVfaztzzcXxVYTYTgp/xDyCRxzs5hoWyeRmaFaRkFHIKNNvILyr3K1dXr0B2ao6ejdjC19CY7yfyCadGbM8rIDDqRSzGlSG4uoi3E8Trq2mm+oJyatmgZ21mzfiyngv1Qac26NWZVbJn1SNGx5KG6m0RuczuCxudPgapdYRr8/QnzFM0DzLgYYG8DpboWUht5TBOogExFIliJDocJ0UN0s9uFKHym7A+BxJyY1iEAAu3ArLwjS/UCm/8wayWAWl9IGgKhHwSEa6+1XP4PydTnZ8kspx7OEpY3GtJvCLjI7zIPBUKXiBSGh1+Y9wcybiOHJLIFQz/MmMKljf2JlQ+p97grkq4uTfkZp+R5ve4Y/WXfe/w4ohijd5pkH3r0fiac64efJSf+s6Bdjsr18rvb/rG/zy6SemyaoS60QumPyJ7LSTAAS4VqEgWmuWMUEuWy2W00nnKLHS3g85v6jrbs2d7DNNICYDVrFbiHTR6ITWCrC8fLsen529lPapVPqjUhkxFFW5XRZHZXFThclcUmdhjUy+PPLFmzRMjVM2nf3BVhM3mMLqTCZtM4Ywwzrbpj+hOpHNCoBq8eJLMWqswXD+u5qBoPJXIP0F+em4XCEk4EsOslc0P/vPbdrB5UnwxuF8MJCYTLiuJ2UkdvS4XNy/c/itURyyw/7fN27dyIjtwzYaKWOPi1iRrekjDhRp6WxO2kqZQ5eJMUOVXn28KV7jdGUzRjNtdETaxPmc6bCoZOtTTvX1JTSrp/vp9ibbqTENfhb+yyGhxWZynX1uAzhD08/8HHoIu4MTrpgrCpryuRda1zYqUrT6aKUBQFCI6oI7OIEz7DcG0O1gZ0DkqlqaiWplY5nbbOFd5wHAz3pdsS9R6S8bH10VCKqNYL5b74imnKZxGHUxPg3NQv9+k30H+76vnAORxLwsCiJc6F/UKaHlSjRDpOh5Es2LIl3ULdn8eM6KZkdpGa+Hs1aGstKQ46LfbAozYFRX6GUfycovQzzjuZ0Av9KNH/dwoMNQCXeDQh8BBC9zsgHmWOeuTZ8G8Y0HMcVID/TmFTCaEuDcqzAvC+wiaFx3oFbCUnYmb7EyM5rSa0wD18G1h8czMY7j++cx0+XxOQXRE+LAnED6Ijv2Ejgi0D7kOMUDoSWF9sV7AVMVQlGAhUIXYzrk8i/EZrc9oKAgT/hPgxP6owLfd9D1wG2dGdjX3JFLtsaiuGNfwmoycSEkZ8cedJV77UNciPSMzBFVav1Ztoe9Z/OixW2oTiqDMsmTDnipHVEJgLaOvhXs4EaJ1DhayxJVQFCIQ66hgKIi8Si8B1yNFSwaHAOr8GpWFEy1+5AEEkMMb5gpAInoh/KhnEH4++Cr+jig2RCg1BLtRA/FJs46DVDxK2qL+qRdR/7gt+o7oOgp0zNuo9SgcY95Gra0GoTUEDfxTcDUs/mxcVQvgCovPiiuCST2GYKK5bcBzO0owHc1hOtv3MDgEf06fQn4S96SawjRPQZMTqpDPjLwXI3KMhpHZ7ZZqrlRq1eorNVJ3HyV1w6uDypTzPataaX/fWa4MCvO3A8F6H8HSIlhaDAsaIBoEdn8yxRD5WcgTgu9PI3AyzVVilUSiEl+lkSGAETe/J6gsd76vMIjFeuV7zpQyiMaAcKOdCB4aw/AhNIYxMoYx2EHG4NVraDQG1A71S6eEdjtwu1Wk3apcu6BRRwtjrZq+hx5nX0eLHLE/8f4SZH/Cdp8XixBL4ikkrBHUdIU2U+3qxtg4XVzM/iISJ+O7n38QrudkuT2RuYgFsq1yrkhS47v/xRc52T/vOKMvkiFEFj9o97mFtmVGIRNeNR5rVFPtm0NdGvb1eOTTSLEQ29sF/5faT33/83yfXRQ39Sn1/dfJM08gJfQ29cTnPfMEHZn8BfXEE+SZfRRgX/78Z/axiz59Mv9MO/8resX0AfRMWpB3OdnRuTyfGkFzj92JvvxVCDqQGi8oiGANnhS9YvL9S+++G9+9FtxD/5Nhcn5Bbm9oFub8gvlr6bUte+8cHr57b0vL3ruHh+/c20L1Dd+5r7l5353DQ3fsbW7eewfRtfAW+AatQjDz41qaU5wAdi0MuN+RbA6FW5JOZ7IlHGpOOqiloZakw5FsCYWa8GcTHgn/Mvwr50X+OfekToJ5XK81OUkVpFAqmTE5KU7EUdC1blRKizXSic5NjS5X46bOCalGTEtH11G7X+d3PaF3mTRc067/fveDgwc/fPdPuxo5jclleJzfmYtfoH5+PaefcooohHropIVVu5hKZ9JayK4dlaF+ZLgfpxP3I0P9yEbXon7gNY8bcD+Nu/707ocHD37w7n/vasL96J+AR0GOp1+j6hFPK0CbsN1Qjy8jy2xsZoMBSQtaZi+jJXBp/iZFo6mVo3sKoPD4yG4ancZDzGuc1XHA++GtfsdVVzn8/Gui+tXWwKcwYF2N44D8a/D1uf0KW1fxEjqn35nLyG1emr8JCvrVeXykX2TE4G2twm7rcqFXeCv/GuqVnUa9/vMlBKkSjTeK+m0GIyeDZIuy0L0Nr+AQr+CIdZGzN5a3/BpZkug/4y7LMktzbRi2aygrq6lKlaWiGi1HPPagL0XSIcSdFbyMKBRKucjsCZOInK5qHI5zzGSfT1TW11cqNIrYyFUrUzKNViRp7ZQr5IaiSj+y+gzoa2erRKTVyFIrrxqJoYbw1tpF1yyqTYyuHCvtPjhcOqHQybnBRZn1YysSweZMRCorqmgOJFaMrc90D3JyvWJb6dDB7tKxlSvJ/M/SY/SkC7LMLD1onCXCGwGRi8WQ2jkil425wof5dxGwpbk2ECB6KJoaG7KpZHE0VURKlnIDj0KBILPEyZUYkw1uOddLaIo9UoOXg0/OJUeHTCkzhKv8/qqwAX3tmEsOTD54a2IlocZQ6TaFHlGjm1Aj0FxRJJNGMs1BQo1FiBo6xUTpMKHGaAKTUZCJDXQL9T77PigDXVldIhoJ+bxOg0atkIgZJSQ+i3uO0qsnLneB8sT6DyIGxbZaGSizWkjwExvZWE/gfFkmmECGjROaSHEkkhcRlmyc/sTLLl76Q0h44ATLyZyaO6vv0vp0Ad9dVXdpXDIRu5cVyZxa4ao3iK5qnXIF3fKUPqhRGmUr1q2QKWnGMrpupcyk1AT1zzxlCGmUJnRjRKaiOePoulGZUemOPI3H2sffwWTYt4VKNBWuRFOLKRr4nWh66VZS6YlPEsD1UyRrQ0of9X5DSNhNTHQoGgYt7OOgBacIF6nqSHAhhLRBn9Iec9bf0OWyNvr9jVZ3oKuzxe2M2ZX8NnfuEr+Nvs4QdGqhWwb/okZ/eBOrUkq1zqBhCX/n5O/xJdoN1wjzk8e5FrRnW2ZxLi2iWKYkQnEs0yqGjAiynMC39WRP7swQOK6Ta6+tMQRCAQ0eh1Rs/4xxeGbSnPkRoTkifOr5zKHB6/E9d0tnVyA3SlfXDfX4Hrz+s4Y79c8l+JZUoWJ5M74H35G5ILlFiQU/enD6MvpW9iRoB4OgMVvfDiHb31NrZmgQgGjazkh6M7jEaWRmPydsb21OxCNhj8vnIaLJzd3Eyc2ErhbYypmeKVhCBgySaVMdxIIcUkK6XOMmyfBINmpK9KzdtLYn0bU0XjmTEifZ3qKKnuolIyW96zev7y1Zury4qnTNtWPjT1RO/VvV6J7KsL9ieGdFPMz81qm36HWemMVdEg3H060ravouCQfWNM/NlDfXhKvigUiydVXj4oOB0Jbu+p39ydbKqbsitaVxq77WH6sti1nNOE7YMJ1gD5AznvAuZ+GMjK04LrwNcwU7QE4qIVWbOqAtOJ/EpxH+5gOT7IFfvPXeW5se3NfQsO/BTeyxNz4dZB/8dJBua9h+w9KRG7fWIMhrqYeYwOzezTNyD7GZ3EMod7CWkMtLMoGTJqfkebVZIjEqvy12W56HX7ubesishRe6Kx2OSjd/odZMTWEZWA+PMkW0BtkHVdkMgCycAAzFbOcgjiYvBSz6YHF5prBVFVBdXyZtQL1fUfdvRYt2tKdWD3S7C75Tl7c3LDo4VGL32Ge+CDK5ib4G1qMxS3E+UwKFitacLoQCYaVA6hfKYYUqjwTUwHqj2B8JhMVG9hj/+9tjiUTsdujG/guCR+GYGPaf0Hdk1Z9LrPpz4Q4EKp6NGBRSihGylbgbIXSNOpLLIZQb5UatGsqgDHmXOGpAgY7pD9h72FOgBqFyflaTghRsyHrNDEuFyZYsIWnuIytYriICR8hI+rgNqRI2910okZrXCuQb5fdWDGVNdbUQ1LbXtcciAZ/LoZSDGlgjzmXfTCKu4JAYslEV+x1k/2x+N3t+cSTSRuNjSITScOruwavWVrJ3xPQSRzjtizTGzXJ73AMv9IQ52mq6FXa2wMRHwYR13dj7Vyy959CiWM/WbLoks+lm+eDXq/kjvR3BhgH2VHp4T51HkrAmfAZHaYPfWVFR7eV31l/dbrIf/mA9/0OtY2PPYOXWW1Y1n7txmbPrmrauy9ZVfzqdKYWXlV/SlRmsFc52AyPTKq6D3QB6kde1KjtqgBJqANISrH8qINbEQIQYU4RP0gESmpKMyZCqhlJcZ4msKJbjWMSsLD5RgeW6lvQhh3Swb9WSVe2tNVUk7mPVaUQs6IW9cry7urBQjyGKmpspy5mzMymTNhacY4bbMoJSwxu0MzqhaFdvZI61jBuqD3fXj9a7HFUD51w/2DORXKWG5pg90lXh6fv6K/sP//7+0Q3f+vDqRZfuWOG3hiXeTfy73zrJv/ZfF2Q2XHv8xzuOQvaV/fU7b+HF1lRJWNHh9tZtXVyceTrb1l4XW7S5rvKcbWNtRWYj/7VsX0KbWnW45+IfHmla++i7l33zXw8s0zgCBpXcPNTcv+vnsOyFLT86ccN49diJ6bu3PHvl4rvVRc1JaOXSK/ZlScAJWV390x9xVsTHEdCKPFxpVjp75psQqSnPH/0Gcie/UTjrjejPAihmkR0tkeTOrwBisWgAiEStonw458s/2yHKx3y+Wr9frUsSsR4ZisQiYV8g7FfjFRzm8hmzRZwLbFgLEFYgpUsMPtorI1zHoVt8zBfDWPWqJRWP7F5376661vMfWLP97nQDZ1BrnNFssma0weurXZ4srY/6JpekVl1233c3bHjum5etSqHv33xuw4bv3oe+XzZ6728uWH77Zdt7otGe7Zfdvnz5rZdu64lQQDPQ1tV28KG1Gx4+r7mrakis1pv1oY5NDc2b2gJqo/HtQlDrn7tP+I66uPgPD6yK9e648s6Bgbuv2tkXi/XtvOpuzAvMDC/YQAp0IVvgk5NZKBLnY+oJDtlASPKorYiWEjErGQNiKRQxYrITOx/fLijPFnjgSz02G/L70r196Y7wpOvT6cH+nu50V7qzyGOKRWJBfJiK7nNmlcU7psqMgmVj0uEKn9ljNfChJf1fcjbhe7+Ejc8+vmK10aU8+eO49lqpxZIZLG8IKOWequIt1E+/1GS+yT9LX3TpwaEjLkXIyv/YA0VK1S0ab5nblXCpsI5dQnexY2gtdIIgjnu55BIqljvLSSgtQOPL0OQkJ9pEznEymgKC5ZKi3xYrOFYpOaLUG66/UXazLmwu0twsu/F6o17J//Wbj9zHfE3r02r9mmmNZOp+WLyK/3kgAGOr+Z9QIxKN9Wq+FL5xNa63pVXUp6TWJIQrhealslvomeKAM5PVczV0S2r0go6OC0bTaeEz9ag1UR8M1Ces6DMQRJ/M2raDK1KpFQfbWs7Hzc5vCmQTNlsiGwg2lNjtJQ3Y3rBOf8SMs98GbTCI6/pomIJiSV4HVgLkDiA7aCuQiMQiiRgfh6VA7gBgx+SQk0GRhCNMlt8lKBZLB4BU2irNC8FXBNAhzYvD/wUG/xedYxExtrVm6+tqKzNlJV6f0acNBPxqJfZwksLWlZlDDTmRh+zb5PQGOzQJ3/NV8ca8Lg35UslgeaoGZnzWI6Z1157actUPmwakiHlMdm8iG9t7rxv+I+Dm65CV92DQxT9kv2tv+0AmYJSpJVta37pm77NXDmgv2APhHvruAz+4smvLyEqZRm22m9X33tltCmk8GrlZ1mUKPfpQqCQkkq7Zunvxta8dukJmlqNbgOxN8DCV3HZQCRrBIhjPmjvcDjT09ogC0ShL49UjBVlkdM0kEiE2E7eSMA3J5Ak22cy5py0kOSj/jLYd89pqvgRc/ZeAa/zCcL8YSOGYS4nPGfI5g9g5Z4th3n8z6YQoi6AvsBrMrY4hWohECQVQELtyyAcmnp1OScPXz3m9vVvq0RnLsksqAm1XbW+uOefhCRnld4xottxaUaOw61WR8oaQr/3ozta6/Y/vkMOAfQR+3VbaGPKOb+ORUDcEXRU9ZSaJelXbTpXOFYlI4QuG1NDlG7uv29XJHjIHX9YMpEf0ep3NLuHXGFPLDq4cve/gYtH1phB1KFgZcyv4ceVu6r1gVdynhLtEnpJqpH32TnsZC/MeiINy+EhWVaZTI4kpDTgQUWhqhhmErBx2hIFQ/T1LNaK32tl8RcLZ2rbOayv/EnA1XwKu9kvA1X8JuPYvAdf5heF+MZAzR69KfPqikM8i8OTZ+BCrJ+E4AcyJtN6IGBBSpqFbdtQ3XfTdA0ra5xjRL74wXS816JSuYKm7KtWWDBoc6ua25zbKKb995LY1I5UHzxUrlhw+uXPbc1cvY+8whf6kbCobUCoVer14aox1OM2Gwb4u0fXmEPWfl97voG5THxf81wCSrDXIlqoEDdk6FUQeV5AScXjPtqCLkdiJBR1coHk5jlikdaJ2UyDo0wWMAa+EBJPS1XBma4eICxJnj8O7yrGSFaJ9SSGw5EnV0SmNL1AU2VK569E9iy9Y22Fb66u36gKRpGfjBnhL2Mk/VhrxtwepTpU9bJ5s9NQl7M9TD3hL31/50AWdRa1jmXot4zQGbMrL9v91jTn8vcaNMbFkkzbo0t0mdsRriyAuk1Gi8eH4hxdUZtNSEvhGKkUKGRYwKyWQFUNOxHKjudOLyJi8HreLREI0MY9ahsflgWfUaXsM5C+2sFLo7xVQx+963ReX/UprlYjN2rdlMe+b/E6o51+C9fxL/xQ+qHPpuNvOm+PdgWBXHL5jCkz+9MqxK/h/QdEVY4Jf6UL4bkH4ptCMdGRblXKKUStomhxtKiFH7qlkFHIcl0vFFMdlZ89Uq6zIpNFTqbKSRDxSFPRrfD6NzuNDKGIngVT3ZHQ+EnBBlmCwHiZ1PuJ9k/HQSZyaE9FJcjoiXjBVMIBa0NXduzROvYSt+nGVOBua6N4ddIsVz5X/QicuSW2vE1eFdi768aKJYDFX9yMturSu/GjQI1ZMPfjj8h/Dm/lNanvAAMv475VE4M3x9GKo3xgMwMZwjB+HN5YG+BfRT/79eKbnW1AvjL9s+gOmH/EjtrfOeoblTD0mNfcMQSfUiuY5xEx/3zXf37nzpaO9vUdf2rnz+9f0TRcvWpdOre2Ox7vXptLrFhVTP32O/8upoaFT0PTc89CIv/HvPn/H6wdKSw+8fkfuM7fnmZGxDwIN8GZdMkaI9eQPtqP7heN4NRqbGiOX8WjKM4iaOAEMk3gPxHswQL+p9bnMXA985lXITP7+GbqrNP24UsSpJFvgvtOaZ3L1AKifGDmftyybiEFIy5DNic82z9c3443H1HJhJwEEfq9ep1bgrX5sQZWziBwBhlNRQiU5ErccaRBSCfSTWrLu2N7GxOLxKv6ZktEI3B1OTLoNJvhUZqDK5cwsKol1VYWlmnTyYlX/RQ+wp6q33jzae/n5e2r4J5WqeOCGJZaMET5dsWHdxsryxWmbJV7jL3aKTZvu2JxCY2hE8xhBY8jiSG0NEjcppBkT0i+4Gh3MHi8/E02aPZy9vCwWjRR5XDoNyMKsqHBMhQHatNEkHL1BxoXViVCUnh/e0Lp7dtW6qpenL76w9/In1227d/8y57Zol0YbremrqF9Z7zK2XjIxsr/Nvmss1lmNRpopy420cv3li1s296S1RQ9esPXYzqqyNUdH41qN29ec8hQ19hWVL6/xHofuyt6SDeNzho34V0yOZ34AqIEB78fXYcFtZSHAtYsArgLk3GYycXo90h5q4bRdIXGIdAmOgsEkXZ6BHvquU1bz4V9O3WkJslbqsXd/KeHr4dOU5xq9g78LrnaZDtLX80ubeqduwDwzgOhtQXojivV4EUux+FBn1ijExWmWYWlmK64apCGLNQ23HCnx2sLdYLqgLxj2ekX4kE6sren0nAOSMunZnWCIzKKQzkP/uXExv7t8Te+ux/fW9F37gz3NB7aM+LvNIUt500i2eVOL74pLN269dT/1I7Y21cj/RN+8/57R3c9f1mlP1Ho3e91Bd2zxtuzeI8EY9Tzh+1FEu2YSP8aSj1kc7wiZPYkT3dD6QwwO3eO1BOYKFzIenPpkmvXSqd9o6sqfpBLagGlqkcnLHttSUq0/fbOvlOnzVlq9pgcEHbMU9eNBvOkCpfhkbaJcMVcCigGFyxyZpmAgFg6QUzdRT4WBlryY5e3HXGiNFJN+XeNUlu1v7Lp2R0v7xacmtp842GSK1AT4k5rm6B+pdf7GkTTex3hwd83KrIcqNYT1bk/55ts2rX74ws7WQ8c3N+3fPl7Oh80e+qPq0aw3gNqfe0GwcZjoB/4chOm9pG5y7hnVQj1HaKae45i1OrSZbjTXxsbbipzs8mCu3mgUPMjEmG8AGY4nc2iZpNg+Js+iozgjgJULS+E6kjmnlmtmVjwN9SA8zJ//Cn8IXsx8g9/wFL8O3v4UvJXE6laA+5kocys5kyIKYtmiwioxBnUxP4uMy6GEY7pxzQWc50lr5v1eQb8xWQoXzy/EnP+bOv0UfGFe9dfU4JmFgxS4At5AT9OPIhxFWLPnsB09oypEoyGaXZc7uf0Keu/klfgf1f00Zc6dgXMFeIieZq4gNU1yUlfkySRFSYMHeZ0ekS/jS3kyyFr4x/bj29/kf74cXsj7zzl+zruwdTm/nn70t7996qGn33vv6YcIXrfD1fRf6D8iPq0H4pNVEasUxz9wINcklOsSdRcScna6s1ynja6aEp/YoUtWN7hTmzesirprynwiv668rtmXGl8/Fv2c+/SFSoNJcoclYJa5gi6VwSK50R62yl0BF3/72e4ItLgJ/IQ+zuwkdW1qiGlB5JbFyV4T64QOCG+iLXoT/w1T0lGRgFtM+sk/Uz+DdxzXe+TfkWtECtOzMq/+OLxTgPcWgvdhITwJyS0HcG4uFMAZZUh/OPlnvQluiVU7khiunrZQO/g1x/Ve2bNGpUiDwHr0x/m1hL4rQC+Sg7cRj6vwSUqzIiDGMsGx1CjgRCKuD9u7y4GIEyGBUCkV8hmhkMwTCmwVUg/AI/x5/84fhJfwB+k3J0uYt/k7n+Yfgcufhmsmi59C/T4GeukfMt9D4zCgedVr1ZCaoQ0J1Qm0wYAfoy1GN39XWb2rwgpXuU2Tf6Yt6F8bPO9BvV9xp04pUsvuUfj1D8JDvA/D/h6C/esC2BqKIvVohFA4/54jFN5Y9uvJP5vccJWlwl1fxt/lNhLQFrptLX8xhn6PTC1S6u7E0E8fxWcoHYZF9GnqNGBBXb5aG2+DRsSkKCIoWG0AqsOWNeAo2fb514dO5g521xGCHab3/WRqhDrNF0Mb0RvD4B12lH6K1EkvBtKnWmpKwzpAx6IBvALN2zk+U4YspDZm00qegqCbyEkz+sxId73Nlu0ezjTuH0mlRvY3Zoa7szZbffcIujKcSg3vnxp0poqjBkO0OOV0pLCGSFEHHOVhkzmUsrvKE/hWovwdZ7I5GGxOOlNjh3sXHx5LFfxe3It+/5slWu3xVsUs2lBtJFob0qLPaAR9WmJVXk911CKsP83THzId7LdBDClt8cl0XMngOcoPiJobzU+Xz9ZXB0O6wrEaYTLcN7CmevSOHfVdN//p1hHkMvZe9cL2NVcloLd2IB1sqoyrlVblbem1yxp0Um+qM9m5rcO/kc04Ey5N9zU/vvgN/tGPDtdsv3PNOa/csKw1qw9phy8bjuvNerX59FuxVTdvDbam3amxi3t2nY8rXfiH6fe4NWh+uCfNDMzhbMyfHiaihSMl8A4ZjCZ8UdGy8fJe/1KfghJrnZaqxeV27iJF86bL+nLXXMI15mcbb1qdUGk3KXRy1lS2KHN65SZ8QbcR1/SYShfl6rvdaN1+m3sYrSrck0Yd1idC0dO8E3qh7x/nBjNwlT3AbVBqWE4pgxeL/Jb7pn71JnUxckKsev6VyLKop8XPvKa3/qufwG7lT7A15F0S3JM0qUUlgWQPCSazNQ9M8/38g+yxN/71Ky6I/72BnmnjTzDTxF7hnhSTul28ehnymzcl+Fj/NubpyR9S1BRPV51ulyuppVOPKeUIztT+tqn9b/RrQxrqt9RbmhDegrNk+n4mzWL50iO+0EgZQS8kJdBH551PGmcCRUvg7Y/C2/l1jz7yit4mkdr1r/6HTyO2aKg36ejkzyd/Tkf5geiySGRpBD4Cv93eF+r2Azi9lz+HepJ9ARSDx4RzSpRKJKYAcowfufj44IjCC6KZUxk9Cx4sJ4Icxw4iI76ZzZ974kTXAMuxKxZ6AB+REAAcI2I40Va00rKis7UbGsrKPIGAxuAPGMRiW1Q376w6OHtWXeF5UGQP0vHZw+s4qtRDjq6T8nx05Oia1PJSm9ihUfk8XV1zj7JzKHMH2T09cN3map1hi0MrHyHWCjiI/tvDvj57zlX9Wc652vMJ+/qnZaglBZYhW7yVvG8jZ18ywslRDA3Im1XIm1vgYO5U90AkZ1+ieZ17Kqngt2GOnpdLoKRKizyyunLJbXvbOy99bteepy9uWToAh7Qt8d9MXelpWFVfvbYtHGxdU129qjlI36Jxqg3m9LZ7t64/cbi788izuzb8cg98w+yddNesbQ2F21dX1q1t8YfbVgu51h6EfxWxjxOgCb9fyyym8JHuYjjrueWmTUTOyeCEEwFKSzxuCKorS5pKm4pC7oQnoVEBF3SRozXnnPwmjDJfcBOac+Kbbl5am2re8czhjkNHxpFV/MC6dQ/sbxrffORQx+FndtSuqHcf3rPnsLt+RW3NkjKDtbw3k+lNWQxlS9Q1E7evuvBENHbvriVHN1dXbz66ZNe9seiJC1fdPlHzkq+uv2zfgQP7yvrrfNTtwfq+aFFnpddb2VkU7avHRd0sWDT9N87KniRxiFLQAobAMSGoGMLHcYtwEl8ExBKRWHhVDt5chJhYImEHcwcu5rbWRT+rOTl7QiLhBpGF0cqRs/jmt875i3kpmfcEzgf3L0PWM/LdwmFS0TV/O+H8gIjAUMRH+JyW1F8yKw40th8YKisbOtDeft5w2fOmUMrpLMe7WcudzlTIRN2l8Lm/ffp1hd/6NHvR3OZDyReMpHnQYAiS5kamfcnh0bKy0cNLll2+Mplcefmyqp4Sg6Gkp6qiq1ivL+6C21XmTy9QG+Ay1DCZXKhhN27YTdbRc/gTEJ81KxHebJPfo9Iu7KrHNG7E+6fnbPDS4be/JPFLVua7GbdpVQ+oNPxHeAfJrB8RNvEnKIOwwWvqPebVnN/gRp/IShD8h27+XnoxoyN2SzqbJHW7rQCyNAvJeb0sPq83VyRDDhjNn283u6uKnT0muh4mTUZy0kjurFnTfEzpxb7esW0z26rKONNDWi7U2NuSsJU0hip7KvC2Kn7J/K0wrzpTRabi/vN6use7yosT7uvuSzYnY+n2NN5WZXVaXfTv53tHIiwHYn6OHGwDF4HvCLIww9wyKJLD+eyNT7FiB6UcVSgPic98hPA3fo4blMKcTCQXeGIBqZjzFM4HHjp/z67xTatWFsiH8v9V+Qj8/y4/9H2ZFefONjmAIP5/J2IVny+CaGZ6p5exv2LfQjZZKehANntHfbHPpEA2O1SypMhLhBMfVohWMl/uaBVTzsDVhFL1aBFP0nUsKaXM4IwcmkARdf7yS1Y1BDXGULlLXr2yyd965RtXwBcfT6Ykbo2+bFfdqgt73Ov2r4PU41eiltmwWmg51khasq9VPvWbv//Pb5Yv3zfc7JVn9lz16I5bYQraPuqfKucfDsYg/Qu9sXj4cD+MFf9K/vfJ0yurTv7673/7VX//ucMtXnnFnqsfnbiVf5X/00f9eE+R8E4KUQveZwPwniKaFJq6yakIyG/Uk/eK4rJbdgJwNDex0CtGrWa30+yz+vCrRj1isS96VrgeAjeTLc/D5VgEEimTBeGazWaf2RPNgfVHZ/F1z4PrhUEBrhvZdnry9iAgYkUTHDwbbE0knIMbLIArngc3QOC2Z1sEfNEE4nP3xUhcWQkU0axobCHYFnN5WXG8KOT3Oh3mjCVDOpIX0kU6r58g6SeZLRH6wYkbhDnHLggeSXuMgJSIQwW4j8+DWQRD6FdlNi3AROu+WMSK8erL0SJuQcj+YCFksueMvKcPzSOu2byHQJcIHALewhsHsvUShCuaQ0xtUPiaQPH81wSqFBAadAqzygzlUI5DDFopoclZ+/DM9iHiEHjCLJ/ZhwL1oTArcKHogn24z+jDC97BiZdskwFyYkQlMSeeyLFlYU+S+T1B6LDbLGhMC/YjPaOfIOmnIVsnweVcHItnoLAD6ZkdlCZCAYdNp5npQoa6wPN9BEF8pUC2FHgbD3RfDfA74xhIzreiIT7EciZ8KmIVMlYtUuOX47gxnggG9WaO5kcKoHgQlEDWS7YBTaC1niqEwrKsmlX6MRCPwB/TbyA41xXIowDFezvAVosCUiT6TDET+BTIObA0EQ+G48vB+RGCc7RALgQ4QQTHk3Wy+K1L+BTJsQIAJLCqEXaaCu9pWofk1wQyoCmbRfMFRIjKSFIZRG7AcGO4QHX2tTIWM07GFEqp0aCUy6TABE3yfEnvme+uC+RPFZmpQpw5lmWhl9pRfzZ6DNKbbKlFZcmuuqTN5NZLb7HjX9015Wd/4d2U1uZRl420RdwBt9buVZeOtkXRVyyP5D14wtx3YTrpcvr6SrwthdTfsQzSqJCdmJteHBTSi/FosjSajqfx+7ZEZA/zWWF6CMzSbDFSogxWopCZWDBlGY1G09HykAAyN585mO55ML0kio70XBIyHOIMjuEmWHhWyJqIX4AaiM7CFM+DGSAwiZbIzbmUzDnqYeFXfcaibS0N2ZqqTKq0JNoZ68RdyObSQjqvjyDpI56N4JUQ4Xu2t4iS3c8IHFlVCDzyrqmcnF1DONuWm7E2YcUSzc6Y8CoqUt8/KCSuHDYK+jy2oCNo0KsUYhG0Ulax2Pk5sD2zsGdm7kzYNgTbFrT53c6zw3afAdsL8VCrsxW++TMo9CAq6IGC0UhRyGE7O3zpGfCDBD7yNGYpLQAWF7yhi4L1takkfsfFLGgJAo30CHl/U4EeceW076foVzQbVuB9hhC2YjlB15G/X/huJ6xSYl5tnt/Iu5NYsge5FMPykO2SzesBeCSr9OROIWML3qSUxDWvYgm7wOuRkFIXDyATX9zSJhNeqiTNv6Ii84WekpIXV8jmvF/Jl0lHIxSsqUrXZ+rz55s57RaTXieTwCKqSDFD74XH0oLGcmLhsaSRk84ixLbOO2BtlRw5I4TpczjOH07VF31wwRGlyYjS9em66sqzjmhmPMfmjacVjefJrLYWiqWFY2LyY5KgG6z0TNzGgFRaW4CaXBiTbGZMX/RBGRmTfM6YPHhErS3NjRXpLzJH98wbUzsa078tPEe1eWzUUCyHUlYsHZvBSyaTDGC/sRA7lTAsZX5YDV/yeSUZnWrO6KICD/Z0t7e1NGXrqirTfZm+hcapmTfOm+eNswON87GFx1k+n+pSJBKSAdk89BTC8OT54VV8scfkZFSKuXyIxzQ82NvT2lxTtdBolHP48PS8sXRvALDyzLHgvNIsUmIgk4pliIOAhJVKxs6U/nnjEYoEq2aen/+cTCYeAGJx/dkpIlDzq2OQrfnijy5A1aEcXZct6en+PLqSd+EI+qoR0zVEdoo1g/sRC9190lTwbhz8CjWArIKt8998I4MiEdabuBRHcuabcr7Cc+S9OZ6SRChI/T/NfXlgW9WV97vv6b2nxZIsW4tl2dZuyZK8SPK+vjjencTZbSdkgYQtmBB2CAkFUmBYCrRlCZQOpS2hy9AG0tBOWwoFOgzTfl2gM13mK9N22s60M3QonWlaEsvfPfe+9/T0JDkO88+XNsSS7z333HO3c+495/xQR7a1u6070dTYEmvBR1x1pc1sRFE2WkHOoTL8j5bkHzOBWdHzsdsi7/tl+T/nepT/VsJ/a3drV3vmLPwf0/E/Rvj/lGTuRKLJo0H66jDiLxhTMTcQ7DOAt0VgxlyiE+dej3TCD10YGhzoS7eW7kJ+Dh3V9WGS9OHxgjHI6lsHd0TjLOwXA3gmAxOWYubPuRaVP7C+acPkOOgwxcxbqR7zLczrY3T+ED2mZYnM/6Vr8adWSMJPk1sB4sJoAR6KwCNkMfE2wQZaWRWJlcSyOIK1p92YHuhbRyhFOiOXrpMpYnKY6AJEhhdS5DFF3sZbMX8qRWKz/Q2muZPOEQ2PY4RHrONXEOuPg/9iSS+Qi01eQxchlxMiAbV8Lv0A0+yhY5aniSYITax/Qwo4bpYnEJlCAa2mmL/eBZsIUBPVvFIUu4acqQeBXob0eoL5Av71PZIZcHy9GvSNeAW52WHgZsdoFGbhznVgXAPJYVEhOVK0KNIVLUyQblFxOurrfAhl080pANv1N/g66zpRLaoNuxpDVjA+MK8Ed4OO+WrgNSvveeDOfDWdqFGIqDPwzAIeC4NseghkjokFqBwrKEcwOnyhoNvFolg0mAgl6mpdAXegwoycrNMkr6HSPI0W8oQbws0twHXMsjydtRzlKUh4CiaCTRAsWo6nYzqexghPN5yME8NEZg1PLgGS1S4w6jhSKDRjIWtnL0dY8wJj6bbW5nBQz5jK15M6viYIX3fJiBsV6n0EI4r8rHqvpOxylgK+Vl6csBemo9nTlc0ABGA0EuwP9WsZzeualNejOl4nCa9XUF7DAKPDz4r5No2kTVMBi2ctRccU+Bpd3dcDl1pajszymJK853SeHQB++uW5/2nMz7WSGVAP7ZpM6EEG73PYQJTnkpjPiz6n5kWPli6jZEmfU7Kku2BlBv2+SF0EVmRjsDpioundyvI1Wp4v3CBuFrcJ8a1iqXzt0dJlirK3u3yYL1/EFw40lOPrmI6vMcLX9ZIthLclhTdFiw4K+EskQnJN8LU3lpRZ6TJFMqtGsm1fwJnK11EdX5OEryuL5eWHeSPMGsneaSolrXCpEsWyQuqVgMKRWZUVyYdOeRKAJ0nm6VH865TUZBOItzscKoZZmM1wH57Plg6XAslQmFwKsPisYfh7iX9qFWM8aTcbOTaV7AKfZgTu6NGgDJo9GMA0qtDpwHvPIRdnzn3N5rfh/6+Z3Gh48fTozMzaf+Rawuf39O6WcQ93MoxQjedZHyOciLmo/5HWU8DjIJ7A4JJEom1QRA1/F+FVj0ShcMdGb9zePn7jk9u2PXnDePu2G0cXf59o+3Xbnrb5hy7r2/8iMjz8MOJevLzvsoe2te1t+026afFt1Fax5bbP7LriqYXOzoWnrtj1mdu2VOS+3xq9yywGrnrs65c+8Mfn9u597o8PXPr1x64KiOa7oq0MzTH1rOFXBpaJod3ULrEBWAE+SpkGuDoGf5v8F4A4NE/jrMKQRovKlmZfGMsnZSDxSMNqmFVR0cl80cl80aqVU3WunCoE8gXzRYn6NpjPsJovWLNsQbXxFRCTA6vsuESMiUUbo+HqMKBGamAbILWU6rYOT40x8KaEVLcO9Pjs1vUHwqdWdU1CJqXEzKq0tfOuuesnzOJN7d0GdvGTOw7MzrC3LzaPSBdUNnhsNek12c3bh5LbY+90ZAy/Y9ilP+ae5p/GczvGtDH30yTE5mZkBKAdknhZ+SCSvMshst0ZsSZq5HYysPsLRNkZF00FeYvj2AZhRWwfLpQqjLeZfDpjLwCSRkK+Wm+Nx1XlsFWIPJ5gMbM+tTHJskJTVuN1F1YTHaOgnHuF36dkPJ4cEcMpy8LiZxeMLaE32B5UxXa353Mgn7kU/Z/j1jqbzWeV0yF3XdQUrkWx3E88jfyx97blMyOzP0O/CMxms3PYxGfxrsLwXyG56IOgl4KFjziR4XYoaJok4opcWOJtLOhwRB3xYCV4fHFZRzBjcFe5nKxgCAcd4Sgsc+J17QD/TnSSjT2FbC/t2/dS7t2nFn9y0vCUdN1n9+X+DZlzf0LefZ+9TuIi7G2XvZj70xNP5P700j72nonrXzgyltv8aG567MgLdD95Mvc00ZGizKNkqE7SdNM++NeElPFLMDxDYsQgxHILeQoErreA1jM4bjIXDGQaqxwsHlvTwrK1sOGWH1EfYkIBPJpurOoDlIrNCmMaRVGLfkxlAZC/+RHlFvMDuXg+98Dizei9nMDedl5RGms8bvyxf8pd8b3cxT/SprPGe7YT7608yRPkgZtrI97vzTyLLAzaUYH/y7EWTo4/k/EOnU6nx4l5rqZZg8A53gruFYBuGiT/C3dkO8AVMojwP/z+Rx7Jvbs4n3v3kUeQjX0a2eCT4bMfP/3f7A2Lf2Wo+Pgi/vORH/4Q8pDlnkZvE/+5y4vGhVfHpYYIlXAzzgsFo+DHKjPLswy/oCmjOK0NyyA/tTWqrOtRvVi0fqAH+VVzPC/jjcgWKy1a7VLA/bDibayS4CVEpKDdYoYFQFyD5KAWtJXm+vU43CQxUtTlFHkyvGJH+xByBNF30UWh3NfZ4TPPfqnhYWTlLjpxssn6mdzcW6x921dDtnXs38rvz9w7/Pc176mV5EY/gjL09KYN4olIrMIhbdtGEZuXTqPTAc+E5MGSvBMaPkvWbT21erFFwsI7O1iC4P6Xfw1gGHh9xSXtQYgRAYwvmJyqt5Im2QT6Qu6PyPr6h3949+qxe9/80OuvT+2fjEQm9k+/jvjcaf7Yn0cOfu7CS79489gb0dE9A707hwl2V0vucQODz/yt6FPUgag6hbcurB4ZJiHD/WZkZAx42y36FhmUvPdteB1yokBCdkUI2QUjgSHWlRz9NDmOYDsmN4NTRuVoPXu9saJ6Ne+zvdr32V7gfbUndemqwOkDgQ8Lperi0VZq0sMXn0Ab13e2p1sTca/HWUWAALairWY9gHpRDrVS6WkEGoRfABrwFRk0IDl004ELYjPmQJW3d/1l01ff3LPzhkM37OwZuuH4Vbf8eM3qCp/TlR7ZPti9uadORgXuuOih3fZipIGbDQ3p4fittuqmTNPlF/VMpEPx7m137pl5+Jqx9RMfcFX7G/2+ttXx7EhbY7Jn9uZtsx87uNHeUYi1TjGkn8Drwg6rgkcI3AgQuwPsc3GLkWyONAYUl7YzdnlbBAxVpGzbJEwk2GF4IrcG9eRey/0x9xr+dw1/7Ge5ex9dHGG//ii65mfQ1v25p/hB3FYGdRXtgQJS5nY9veXJTxBB1G6EVJ3UFZosKuRYCSXnSii5V0IpdHZKUgSga/CmLizoCzLyZfkwUpRBF2JamwP+2prqKrKbZ1DGqN/NsT2Aha+4UTuI47iYP0HvUXb3wb5bv/vAGmRt3nLTunU3bW5G1uHDX7qqOuSrpLv9C3S3z+6Kizv/+s1D3AVnnth0x6729p13bMI///U1rz12ocNSF2x00TOAZdK5p7nfG1zYnlrDfJv23ZlCBmEEGU3tlRWg6+GBhS2s+GvRoJx1GbwDcwYeFixjMnIm8IAk6aHgdsNolAUtFuoiPUols6pcLle7QMv0D69CzNjoqjXDawb6WokHiL+BwGhISKooki4qiw5Fo0gd+YNURYninlWEPj1WXWN0x6bWb+9atX99auC+/zw+t6l/pj/dUBuxpJ79y7b7LsjmD9zFM2uu6Fj48FzjWvno7b44YfB4JsMdkarw2CWjvVdu7zf0X7ynLlznq5r5ZN+lH5ldvCF/LqMtXd3P8L5Ed3BVNz47R5f+wM/gsxPbvaNwcjbSk5Nrw2v4bsnuRjzbUM8aeEg/wskZUCNYVNysWWDJWaoCYZoowKhReQiKly5mJI8+JhU1k4g7lfTVsqirI9md6g4FahO+RI0HMLuRl/Va6IUU4Ej8wXAH/12mgWllbpPsdcgkQMinCS7AFN4aWcSIiBNAyybBCnIeMWkcrtwpdCxBq0yULUgMLyitIkBI1QF/LOpvDbRWxyNBUPUsWElH2Y6sC9Q9ApRXELTUEeYKUT3Z+l/++f77j6atrsEnL1MwULfe2PZLUUH1JCCovOEf/uHR0w81XzA+u+qWb9x89Yt3r+1s+fGZqaE+dDwbj66/eX7bDRN+kIWEZRHnj2IrbITZDmuHQ53kjrqt1Y01UYOIRujG5mQgNSTidhmQjG5BIA6LvyawxfZMur83PZIZgVsSEk4PyduxwdTCDUHmKUjKb5czUec77MEFxOrCMDR0i73COx0Yj1XW2pGp7sKvbTqetlW4NvScNxxefdtLhy557rbpVdd/9pJv3OTau+VbN/deMJHkKlukTVnpguFQbPV2Q6MnZUta3RZDdX2sZotjsO3K9e4mW0v28MPPXfzRf3ty8+qbT1593rHDU3fsO9pzy5l/TOx48LLocLouMXVBz+QVa2JYRsN473nbUMX0MSPoP2VbNQW4uYqtKn+gtmoFeUQW8FQXsN7M4znP7mNMWOkzGXbBNkHscPJOo+w0cwUnyMrqThbVrfpftOv+X7Rb879oN/S+25X6dNXym3OZ+rAvzxUceP6BfsRIQ/0jAyPdneSppN7jIkdfH+or3pw5TcRNOEhzJtCUM5oTUIZ6Zn+jnoS9ez93eHzkA1+++vxPX7e6JrR4u5Ca2NPfP7sq7fHbx/uf2FQVVk7FZxYOOtAbvs5N8o6c3RkX1tz92q2X/u1d6wevf+aK7tjM1dNRAvw8NmWz+ELy+WioO3igbYsUxXO1aekPosD/hunBNoXxpNTb6mNTyaC8g9BYr7BDGwfWwHqyjsJ4qRiolkiLu9zIbW3cEpfOl4LIkls8BbFhPTe9fHfr5q27er2Dj5w/f/+FnYNXf3JP28yqLq9FqPeijvF9eD/q6tkuhQ7wcasjPn4+BIZ9WQ4YGznv8Ssl0SSixZPDa8eOfPWaw9/58PrqULphtNbNbaRozU2zd+787CO0T6YP4T5tZvbgPm3f0hXEfco6dNFsnNxDtVt9SCzRMWxZFQoj6Cjs6sv5yDce2TwNDhL7pvR3Z18NtvdK9PhTjZupgMy53KncFfwZjQDkTveSKLmbbFUmDuLkMqoQ0OLzRVIoENok/lsoFdBtmxiGX4vPsS7mIYpHa6+0s3CdbMQ7URShEZ9kx/8Y8Lc8+ZbcjELBII+UYJGBcbiOYLYQ9Ctp3GJmjcZBMG6alFCbITVEpEzZeZL0v4vp6uxwOFzRqKsx6q4w1p1tiNyFIYgwEmVkD9+EVwW0gYhYxGWkuh0+m0yH6u3wcZMsPllewg/xPOpghBM+iDNd6boAGGIIqxMdy62D/gfO33zbbPOprXPSgcyyc/5bPWM9F9+/dfFq9kM7L+7NLMrYppg/03bM33rMXxD4O6c5nmcyXDTDVzCnC7g/VTiZzz5//07fI/30Vey+Fv4NrB0KJxwkNljG8wStF3Kl0zjhfJ/Z341udt53b124+pJNV48H2EOnckeI0HuPvMG/0Rz5o915ORtZvUfynhHJGqF8Bnc+ed1qvG/g9vhq/jWi5xlPtvgrmKJ9w+2BzZzk1qJbgR7Q8xVoLjFzzbQv5Qp6+jKEB25ej/Ipt3ztxlvmWnnxzmrrmvnrKE96/E+sK4Mc/hvzhXXlBCAmTbBh4sl1hgG8maZ6jwnwZjhS7j9wOYgZG2PMX26Ph2psBogJOhuA5rJ95O4DuMw8vGajG+1wR7N19RRes74uG3Wf/nGpfp8VdPO9H5UXBKP2/S1N36cK+u7AahTF2knknjZch+dKL54rrRVFa0G7d2iuF7P6m0cyfIM3f/NIYjZgZFtC5x/ZEGYP1eetID5/HzmKB1YzgUzmWzym0OoLV+PJlTd71FtK0iVlTsMcE05UFK9ZvexLT6flZEbbEJ7Hsuhifk+TDdrDeFeP0F1dxCaLfEFhV79ix8J0+9cVnJ+nBBKl9nYwVdS9vcJi4kgWN5l2ilz7qth/yo9l6pxLAxBjqBwf7Vl6gESibmupAwSVPUDkvUOWMGx1YwO8cl4cJTNgTjMDsNT/nNOdy/TAyBQNPtlZ6GDQM+QkPnNhXvpL7tF6HqvJllLE5rb68GN6NgcOv3jkvF22j99bH6660j150aoGuuWV4XT73IfOb/fW5vA2eL23c1PvJi2vdK2JR9W1FkIG+m5v+CJZa2NdAUTxr6DczUXlJgzPkHJrh0g5uh+JV8r70Q68H42/v/2ohIwKFwn8FVxFGMDnkU0qDTGaabJJ/WVjqbFOrL9mqi7pCtT0ZpRxXvm+VSjgEiuSCFeW2aVFMpsyfIHIrIfKlu5jIovX7gY8X4b9K5kvK9vYVj7VvSU3u8lzWABldj91TdD96TWiV61sTRSPd8m+lBjKcxonIv+jROdow7wFznKOaJNg0NvN0sdHeO3hbeF+v4mtbYxm/NZyx8bpX62+bj5rMt/utNiDnXFuQd3Pc0fJfj6Oecqe65woZnLlU0Fm3MjVRqNZYHyFU6BETzQ6tWjCOmt/6fOvgc06wJ+AJvskSZkQCXFrQSTdh1ZRfVlRpzNz2y+SWrz19qXKmP+XuW+G4q6gHW39l/qELfeeraGh+5RGCdcq10aTeOYZqxP1udy5I8019rgnZ6v2ots9tlxCq5DSOWv6MOZ70wrn7Ll0pOyA9Nz0yt3ps3cur3uXG59z6m3B2fUG/yrTjQwyWKhsLwomgnWNP4nyp3nFLYbYiTy4QoGHtMnEbDHS89taYeYEYVBQro9ayL23XJJZSa0kyXwgilo9gWDUl6sitdIntcIqTPkacMkDAOndTDdRLjLVqxxBYp7aVmCe9injKpzVkGrf98n92z+94e4/dVwYPnDd8lZTcuPDV49WvDfBV7DC4auTWvt06R3+EP8i8csK28E+cii7v1vZ/h16O1XDN5mbjqDLsKEt7vF7qkwWm3Gq857pOx7I7TpVkvEvdfB17ltQFTe5+MO2TkuFxWK5obnlkdvZAdWYklP72ByU/RHkdbpzLxwn+9jSO0Ye8wv26ugK9jHNFwqrwTI9LLOAOvYWfD6B2fd8AFXlft/W5A4oHb4XOry73NIpTFUk96ZE7+k5v/RR8OnWxBynaGTi0m6GRHL7ES8a8BcumpFVzgPA8Pvxr4c0vtlG2TcboVhjNOz1IDdyh13hKtnJEi39DrdzCuuV9RBFb0SCwYt4gQVwIiOCFNny44IgkKkvEbSgQX7CUY2pwEMC5I3m4CEB0imXuBEIux84hby5fwMz/1Yw82elK9OnHuAtr7zyaE423j/C7ifGe4/hKqI/DueeRq/z31ZjGpqJjrN+CTr3GL28tUcRg+oQXupjgIY46lO/EeRv5Je3kOKBNjQuqr7044KR1cIkNkFmJPBAXihZGvdeKYvXda0XodbmQIM3U5tRnfFN1BkfLZ3MHUUHDSzWVRulsNnE0oTVBHgZISVvDANoXdXRKEmFWnSyooPKQc95yUFvYE//c8FBaIiSffUgtgGbcVv14J1lhaBPyFKF9yJul8ATRzzZ1wd/W8/UO6KxaJDmAV3uREFXLntKGNjcjWU2f8wK4SvGMOwNeE7ZwW/GZjYJLBIo4lVB+i07Y/fQ9FtdLqcdmqZuM+jvngs9cOozDXfz3118d+JDTdaBM39mnxv9SMjWx+6F+XEY0/8X+uZ3GObHp+ibH/MSJhqXomT28yzgag1pAkYcdr5KqMoHYrDMwdyzhgTm0405vlayc/h3vlqWN7jgWUX2rg+SBSUqr30T6kPg2LigYH2WLTOplJmXnDUehvHXe2I1MdyeOx52GAnmaNEduKNaeyvcwh48NfDYxcqLW2pqsL3mt2svb03s6ZWf3HLPivWLz69aO/rBl2+++tUHNlT6k77ctOFJemub2HpkftvhdREyLunc41yroYrZzDxHHxsdKbzgx61mE17oG5HIgEur7jukZpFrZvDawvMKrxFOYLl92DATOGafsjVMjJOXU3EOH5NTIokcKlkevKPxbNDUwyJTas1LHsSsX0edUzyuqko8pTajzSadawrKu6YQIRX7pghlXFNaFdeUucezPRbA9euc7E4NNVUnx7fv2j6ezJz/4V37vtDbbXY7CCbg5Kbk+LYd28aTyU03rbcVO6bcahpupZh+rlBzTaQl5Askh3ePDF21JTvWM19pdXqdg5lgM/66aWhucPiquV5zptAtheqE7N/h88zLtEnNsmrEMZDDXw2/B/VCxnHDP3sZbyTqBvDY0iefK3+KjQ8Y2bZAarjZU3CuYg3bnZ7pOf0KrKfg0jvcXrqegrCe+pao99kobupByWzG3AQRQ5C6bER3YkWjyBoXCLKVGYniEImlIm6S0jjkT2PmTEh+qM2opfEvELyblazFaCrNS/XRCIvaWiLpaJoGTlY5Km0ij8JsmLymIyay9A7eA/qx7A5LZrxXcyFkEhUOGxnID8IDToAgMsIOTTvg5mOaY0ymMRNmrpkUZIyCKBjFBVrBWFiByZeflyohM38YDj5HTMYWyHaQJJZdqmbhKq1dhPtuu9RZ91Q7VXxyv4dDsbUpry5h7eH+29jnP1pbe4EP1RDt4KNHc0ta/QBV0fkSwvraNbK+FneQ94SSLWr5KlLaMJPclblVehbyPL5YpLWB1VOksOX51Wtsx6ndyTLh3NOGH+LzfJDZCPc6q1M8myp21jxLBzSXEtW6ax7D0So+GqD3C2tzEb1Odomz7tMdvM/zAfZNV/5OwlWb7AsGuhNeb6I7EOxL1n5Nc8lQvpPaWwn+39X6vfBvLx0bw+14Xkbw2FjBvuNL9ETfW/R9jeDZN0/lIgXDUqlnoZBBzZzoxzIu2+7yum95htDnifRKqrvnL8doGSW3FO9GC57PWzDvI+Xn81mniH6qa0xjwZiTzsL8dIkuvwRrYHRI+wBYPDnKTxYqAH2S0i/La0LchtcE5OMznrxkp7TsmjhnGSyzWsT6/G3cTK4bm2wBj8PktE7LBkzZ5QNCgfn5YnV+FVXXpnrxKkp6vUlYBalSq8i9Qjktv7ToPBFFPMels87x4iW20lnOvngKy+R9THP9qiya6Yg5gPfBTVijyTB/T42T6jC2YCpljx4O2y0sWDLab0X523kaStYAoVsS1S9J9Ni4aCx2zgzJpWSveTlIp7Ak2DwMJ3KMuFCytNabkGhlrc3RSNBf53M7bbKTpqk4ZEV1IyRxPHJAjzoTDe78zGPTVkdgZN1c++Zb55pPzc7C428pp/zmjYGORmfPJfdvZe9dvGbnxT0Z9jenc9rgB7T0F8HKDoijJPezQPI4E+QwYtSccdZ7nJafnqgPOnPfFEdZU6Ut9wfRgQJ4PHA9bkSuR3JGm+jj6yCX5UZyX3dG6k78wOysqXeKo7lfVhmR3ebAMkRMFrf3P9g2r8T17OQ9mTy1YLVUeb1l/+eEPenZyIucfaMnaf/8H34uWC2+fXwF797ns6Bqeo4nZTp2TMdG+IaJyXZSkCkunDxhTzjm7bx5zpG0n/jDv4sBo/tat9F2jceYexuPTZXhOtaP9TYrUyt5CLYv5LgbAgyWCjNjRVYC3w4AkgRVBTOG/lRnFV2NDdZ4YG6Q/763wuTv2zFRX4m2MaRfHPueaGT8mJ9aM6JYBaUzgbHWZZJ+CZ8qk9sL73stAsO+K5rJW47xJLzjsCt4x+l1RzN1ta0RtzvSWluXibrRV1zRtE95TfGloy7hiK8t4nRG2nzK443uM5X5XiHEfl04DsbICVbJ+b2XnVv8jHD8PsgjLpjZn4o+gv/Ak7EFPrJO6gYPskAPTB/c2vqCDdvhM4MvtG49KJiDqy8ea2gJOFb1SxeOR4nO8xL/X+xucR+m48f9rHOTfhZjTMo2DTZYXoL0xYm1kMZ4bQLSGV/fkoq3tcVTLcLnkuOZurrMeDIxkvH5MiOJWCYTS6TT0M7teA4/jeeQCbdkPGk1c+BrgMhog40U5JWf2NrvOkN1195dmWlim3M5Z1P9B7/sbG8SA//lqH7LW/dfVVVv1dRTGf1FqGBjYheRgY3kideNBxvDO7O/vhNy03bW+/FOLXyioQM+dTT4acZaAN/w5A6xpqVjeH4KJ8xkvy6Yiz+vs/I2LJl4YDazDU/FQHYqW1eJEsADihjuZ1P85/LjhMLVWfSXf7z8Y4b7CdwA7jtWh/ndcpyqX6qDmFtyA9JELmghQCaBJhzOak50lwpfrdKErzo5y3LhqwjrJoxgJrGrrVLKiekzMC9ZdkwJ0U2TyxZ6k4ybDSeT4USTIHrfX5DrxwuCXLffOLr4dqLtN3KQ6+UvIY4Eue7vu+yh+bYL8C8S7y/IFZE7kK9CjCvzpRXHuJrUENNUPsQ0kw8xzcA50qKLRtUUbc4XbVaKyrGjKTV2NKHGjipliuJGxRXHjV45R+JGpe5JV1NPJLFuVcbaeffcdSRutIfGjc7NsB8sHzfKfCb3LLpEsBCMmXoJHKcI0gjwCHbiMACHyfAyWYCydYQ/8xL+I1jO/Ch36syPyXzdz3zHUGu4jgkzXQStz1aBFR2OCQYaatwuASYTh+3uUSvPMiN+D4tW69BqJ7iJ9kwiXlcbN0AmbHzixro8JHO+p8tDcrELokckfW+MiXBPogexfdPnffTww8kLOtt3J47e9EhtPXx+JIE/70o8Cp+fr8+OxGKj2YaG7GgsNpKtZ5/s2JU4evBhKIpr4KodO3HVh2vrar1HDwGpRlq6MU7/pfhn7AD7a3o+WvDa7co6FCg1/GPWFbzvHn5thddVaej67UNX5zZchS7JDpgMvFmYfnnxQ1fBvOzBNLaybzMpTKOa+mzRfdNODkcFF20Iybhhggwbhjb2bh8KePG2dEtdp+fWOv/iv1orf+CO1zli4WDcaguF95haJ3ayb4d6Z1qaRgZ7G24zmhq8l/Y4Giu/606n055Ic9DvrhLsPVu6fXQ/7Fz6M7se89KvnvcF6e8L4Mw6KZqZmhEfG9yErU098wOBbE//YMvUznTn1tWZqjUNWYtQ6Qm4mttswe5EotNvjcXCcYtorapxnGdsHdvGvh3sHI0OzdY4J/sG5/vqXK1ru/0VFpelproiE/ZF3KZrrJ6QK5oM+KyVJsRRllnGgWV3CZG/G58JLqddhDOBgpS5wh0qSFlnF5dlLTuq7P0P5t7y+Aw2NPP5BznDt19FtXNW55NPuirXoDdzP6vp8ud+B3K4ix3hltjThWcnQVFiT8Pb5uXM3xvqDJcQfcrEgz7FiiYUM6EuEzJYc19Dm4/knsl97gjamvvqbWgMjXC/yn0t9ze3ok25z9+KtqLx23J/Sy6dcB92LP2HUMOfYAJMM+5DLFhrIzg49BymOEmRRpJvPQuBxp5oUN1k0auD1z69755fbL299eDjL1//hdxvv7Uvc94HP/3y5SeQ9Us7+NN/w5mwXbdt9oFLetkfPDz7sWtHLj+4a/zA2qb9ryDbJy556ak7z28/+J3c/3z40djcAxf39O17cI7w1Lv0rmGe/wrmqBfzlG2JAJ41tji6BnkVTkxJHq5AOcFBgwBchczT3sSGmLVn8+VHHtq0+sLh4O7jf3rYEWzzh1b1Zaq+U7fr0CObx67a2IwaBvzsm+0Lu6arL/jktasy7EGjw3LRt559aGGged2+/j3HH7mlveqyezYGw73rkun1d17Q3Xnw1fuMNpGLbbz/pSviO/dd1dc5QOfuKrydriExrGmpBY8coJ7u4OF1h9yMwUG5hcljZ6qxwAQPNKvEK7to8Ft41bPctsUvoZ/kYiia++fcu8+iJwziP+Xu+dGv78r9Drlxeync3sUEN3CTtD6DzBZPBUtSVZstRovZuFCBjHCeGJkdAgQDQwAezcPHyIkTaeIAw4Q01N+LhzQVdjg80WhYjk4GThQs0k4NFOkAgmjlcEdZBFPu5twl6GjMn/tCOjk1CZiksZozq4KDbXUvvPBCrOGGbhXENDTkU0BMj7JvHZisic8MX5xyaIBJP3LXgama+M3FMKYfAJlzTAjL4DCWuYupx3v9oNRnQSbGwJsMkERJ8UmDsCJmi8iSl2OGPKr5G0LBhrA/HMEDEHE4g5UV8iAQp2CIGCcPNOFosAX/VI3XQdAVOoLW3PbSB0bEW26zTN761ZtmFo+gW9ACHx25eGJm5q8+aM89bDCjxzsvfWzP3Xs+dllPLsTdcnfPps7axa9eecXPqW9kP/dBdl64ksQf45/xGdSOB+KDcBvdhBBXQdArAbiSwyajmhR2AnKUwkg4bKiZbeZpfqBu7hC7UaaFfwaAc4bFtKak8R4k8HiXMrjpm6XAG3jBsAApiCg+rQJOghCNtMItoK7OdGtTPNYYaKiqRAPsAE2uituZwTxLwqWknRnCc5bwHJYCFgPHUWhPBu2Hs3MLmEUSnNC1DoOcw2USt3qEfxruvCfBH/R+dh8WRhhllxbZlyEYifPRl1aXzcqxqA3zDjJg4VGD32lBAmTQEkQ5cStjNjNzRppgPJNOJWNRB1wS1zrC4QpjDOQyjdu7jLY3TdtbLbe3RNpr51z48xppkrY3gkRTDDHY/CdtmnCbkJjdJAqm3ZyCdUvTEOEm6+sG+9taU011E/UTtFULSRmN28VnMf9h/ovQ7hra7mHSbgfjlvvZhD9fJV2xGi/MasQLAWTgz0MmzjAGaeBFowCZ3yDghQyQCQ+QDZkqkJkxmXeRSwLyXoH5sVqZOQvlp8Kyc8fc7KYN62fWrZmcWCX19WQz6TbQXCzjFePhcCXJz730FsFjlXOrIY65H12KeRFOGDlE/AMxp5yf/27hOx8zix5jr4L83QoqoUHzrAjp1+UnWZ4+yaq+WK8xLZh2QylfrLxbWBlXrALP2XJuWAXeYKWdsBQfrNcYPP9PdINtxZd2rCpytijvyiY8X8q/6tRZHdvCJZ2rzu7odvpXgL1nuIN9lT96jnb8AXcsi6118H3E1js4V252R7P1ddQDvK4+G3Wf1WeSjukfDQ+xrfz3lrFRW/UX/Hw60AOfegLBHriw7CH+lLmjvE3jTzlGfVXZKPGnHGrzW1VfVf4b9I0MysFnEmf6BCmXDFoVn9bcIcM0/6quXIrt0JVryh0iPje4XBO0a5bLvUDKjQ9EKuVykKubtqspF+F+rStHc0gc0+eQYNahTy/+FnZFWL0k+YMueQUkmM/nqJdzWz2py201QXJb3VOc2ypeMkGgpVSSq9K5BC3lsl2VySUIWa/kXIIUE0I4rsOEiBGcCbDSFUwIgSN5XEoAZNQQJAg5F7aMMeHT0YsTepI0kMetACwIE+I5sTR4hbcm1kgy7ie9FNhDxk1Ys/QOX0Vz0K8B+sJSPgf9rLQZ02fxXobPGXywAIj7AlzRYgORX4DDBlue3C4ljn5UTYcyhibSaRal+9O9ne2JeKDB66mqNAqojW1T8s7RdgO6dmme+m3SLD6XjUrbnIoOweJOcgbAPMOtQ0pDfl/Jxlm0ShoayKZLNF2+7TBpe17a2oWMQkHbrGBkoUHab8CjA7cBXb/nlKalocH+0k3n2+7QtZ1Ejy3lmA3SOo285Y4alY7io50l+CGlOzzU1VHYpkltEzAanirA4DAytMfgEJiV2oJIIIjSBsGwnxGQoKICDKhJ9mFmNkWC8SBFBWD+v8/FtAz2SFjBHqnGI03QcIy4y0beeFbskTpfbU0Z7BG85vXtxEg7fVI31lYAhXXH8iAqCEHuIJW4Sd3/aD98RfTjhD7WYgHbRMQ9wCogbzwbwAluAvfD66musgZsAbW5Ci2OSkdRW0nm3/AMhb7geViEolKiLwUIKnJf8Bk9jef/JB6TVmyNTUpj3Vj2VViXj4NjH15hBnWtwyzk8QooB/ngSASrw/FUPARWYRRUEWJ7V3VGqJ1lQ7F84Dy5jqPAnpz+XYSf3P+X+57N/eLb+/e9gtzPzD16ZKF5bVVvKDi84cLhy545ODx+6/MH1t/c/3xtPfr55/VvKPdumN7/Kqp88lOo8tWFuvRY4mC91VXdWFc1ccfXrzn0yp3jwXok1ruOct36txZFFj6CiLhRmtHKgRtTxhQfSQjGlMpid6EsZHSRdBvec3o7OwAkkQrFYvSei1CKHhTOSSiL7+heH1YslA7dK4Uikw4ik1XSYKFMYO4hURVGGSyQKBUB7DPnIgK9nnguEsjdqX98WLEIXtc/UmAZYD1skn8ey2CAOSTZCmUwfTwCOs4yIhiHnJ3irOLzFlWKQkJbbD1tLym1ecmRbuvvbRtIDyjL6txmkPYZ5dxmz680by4rFduZH2gfZ+Qzbm/BXl8h46ZABusOKVOIM6VBVKPJgFR4sqCSYYlifAHO0sMafDKKjxR9XMZK4SAfDo9FywJoCmvQ5jET+KDfV+t2OiBNW0SIAFGCAQWLf06jI1KaMUwTbvFZyG5OfJxVyCb8h9wR4N89iMu+jNcHx3hIaWxt6vGZovTOvwk5gl16Y+eLuXeRrVo/Wfljfy56KgOZ4rXYW6C/W4nmbcO2LsMcpjmkrIBwPuaDfw0khxSo4NU0dgFeU+gDMEVBAEcAD68Cv5DfK9gyPqmBAW9XzrCgKaFmfGLhqcXkCsYU7CnMnxvbBceoHucG7mx0xJlncdXr5NwkIazUYNUNkdwk8gdWzaNZp+DocIb9srYMT9aM7CcY1v4anp4QS7P/Mfm0L/OSGU8aYIwqRiA3vH4XCuRmp5YU0bf2nKRu0XQhBxjZO1qRGBgdhQu4XimiLGBNUchw7gj4k03+VCDlIN7UJnLNAnw8CPaXjFP0oGp/sSj4MYLJo3SbAI4VGmCiKFaJlRGSwI/eTeE+lbLlUIr5BP40QzvjK6QzTlP74jGcguxANTxJ9WfYrm9tXrIVpwxUscVG8UwPg5aqoCoxhv1I0GKK1dQgBhAL6315LDFjeSyxvEdFSewwg03rZlEeLAw9oXHA0PAbwPzGAAWqoUCrZoT9SNRyjRgIf6itWRHPqNALoyTjiNf5ZizD+0Gt1wbhHc/ZvXh8PUyU2UxH06uVMnElJxEHU/Ay6sYf8dbHby8ciXnJAwBvkVBN1BtdWccKnt9LYrk9pzkfynfpPabwuV7BFKP7rAZTLEbsvCapEc8kPDj8jtLqpRPwxAR1LVF8Mp+OVpzQ6pW6FKROgGoQ9KeyrKWlkr09BPtsMDUIxE2F2Gd6zLaEQtskGrll0c86OpLJjsGOgd7uZHsySwDhzEThls9FcwHGYw1DMR5fpzaQHTD+xhSkR9C6DUY5JadsX6qHYzSKULQt2pKIR0J1tciLalJBbAMFk2o7gaJ2wgRLckIaTWItFtpiVXsLYXvLYCrTFkLt2UxbLKprSd1fzQV7UY28v5rxp2tO0i7RSRwt1x1sNGk32ZBazqSoSXqW5qWaxijAQ0YzjZlSfLUsvWNg6F1KC3DllSX9HOZqvbR2ENv1QawjkLsUbEJBJlny9oVtfBFv1SIDx7g+Pyc7MTQ0NDU0MTLc35tsaozU+8JhWY+g7QV07YWYb+L2Nknrx7GclTa5AoRNKMaQTJ0IknuWanRm3drpVUOFTTJl2wyTNrENM4pHuaBNXjDm+wlXJwwnlOnnurVrpoqaJG3mDpF8rdo2WZQ6DNn0zHmp0gFvPXvvdOdrSldD1ZNLMTkvuaSh6cmhNdKaovFowLbzR6lsGoDPWlk232EIpq+94DzAGijMK26LSJNRkpMQoRqP22kxIbw4sNlspGurAff/o/RNQkM3RejO017XU1qCSku3X9cq+7W+HJy+TrMJ3ihMbrNb0zC9027IPU7aDgKSBoTcWJyQDdePZyyJk1U+IVaJyWkgp/4WAjsjkKODBuHkDRKjkhq2qCSE3cxqwm7qfUr2apIRNoiCurCbMCQ/hXhUsSCk5tdySE3bqtwaw7W5NZKjOEzmQ4bXf/az010DmtAXFR/RWISPGCX4iOPSiA7hFNAuOTn9Rx4osc4HiRfTbakEVsgCvt663jxgYkUhFqN8b6RtK0baapOalRNKAyKpIjE21NdpAB5F5W6T8u8rohknNIekfuWkMtGTqhjkEXhPNBG+W+pa8k2YdRiS+4raaEJw0vVLPZhvEZ9ou+CVDu84JZEke7qy6WIkyWUxMBOkD5I0YBZNXHmUymgUIDajLdHmRJzCeOTbsChtOBjGGKV7tQNaqCctBNiDDEHwjHhMHIldFHh4CV6A+coMkEhTbosc9JRKZNoSHamOGkein8Bvl6cbJHSxxajSxUQx6TxdQVDpJhKJjkQ2IpONaPkN6OiG2LvpDW4G8SKlzWojb2XyMmFsp8hEGzW8mnU0GwnNViml8EpRsTG7uwrJAUAHoafYyhQDNI+P7JfPv/9gCEauggEK26yBQwsUARSSh4InI5ywbrc76PZHUqEqQdaNZJoBHc0QwRXFNBsQx1O68BLO8YhXCUP0lkwXd5zQlGUZx/v07ZTPONAMyHy+Qfdpxc7gCDquulniQlvojllZiVClr9LrqkZ2ZHc5XPI+TekGdHTDzC/pqnDr939CXdRTR8jfUO+rqixFu0NHO8n8cilHvGjy10ElGEYo0OB2ygRFBUNaxlA8T4ehOHUhwzxZGg+yTQNDaOKNph3F8IN6VNL2s1cphUfqB7zCnu6uksidFctikU6Xx1ZtZ8w2ZOTNRgU3cXcB5KtpC4WoLMazXFG1UniWMYrSOT42LPX3dU53TZfqjz2Pr8V9WoP5FWEo5hG8594NKCCI92mw/9o0aiTLAByerLBMwNiLs0aCp8hokfPOrQqBzatsaWnpaulsjDeG46DpyHcclNdjOl7HCK/3SbYOrHsq/CphyxlQ/HkjtK4qXHB5tY8B3D4NJ1qOz7US4bnCkQgr/MaW43dclq2tE+uten7bNOprsbCEWZECzxXK91yqyLwmS/P6PR2v6wivtxbPgxa9ZGTldqicTM+lAuHREo9RFvP42qVxKscVnMouZBILcCoBa1I0FYNm0hT35XEqz71eHqcSXmLPjlN5nq4PU6QPDxTgVLaqzYt4HxONOxTkybIooedUg7BcDyxn0m0lGLYshw06Tfg9VsBvp9q6yYo1dRNRxYjczgKt+X4qEu6jFJ1VGurr6WhvHWkbKe6FTdG9aD++p+vHOtKPBwv6kS5CJwWgTwK2W1by51gnL/vSuKCy7MHXxpL3yYEcjbA3s5BnwXgyHLBq8sc9UpQLbVTOH9erzTPHX091EI1PTpDNknIR1ScnnXuEy2nOuCQ548ZuZJhvSM6LkMkC74TZapYVh5MszwHidh2gFZvxrxgLXjgwjCwnsvjAxUonx4NnK9k4pXEsE2a2gkpDznxALmoH1MrYADQyyFiOSMn681J4/QyLrth/+WXn75rbOrNz/c7pyVVDkZC3pqqSN6BettdGZVq6b9O4by9LlYX94uR+9TEWOzJh3nbZ9CxVIAIJrnbMWtyxQaU/Z6VSksC81LR7F/TtwBWXXXrh3l3X7L6mdP8qtf37nq5/63D/jpfrX2dFkaRNJvMsYzYPabpmKe5aj9K15QiUrDsvBcl4XX7hntK9sSrrlvbnc4X9Qc3n3p8tTOFQnXN/ZALL9eeC83eXmX1qf3bnjnJfpDl9dudz+rSy1dSrIhxiDTy4h0DMj5GAHJkFE5dPwcPzhjnapteLLY6+bNqb8qZiUWxwKg6fFuLwie2Y17B9OkZ92Jg8Zi/F1x2U+kz5B0QId6VGgVEHL1zv87idVXarycgHwCcW0zcr9H+K6bfRs0xDf4rQl/1S4VVRiy8MWbAFXuuXiukcyx1l5/LYwsguYwtfQfmsw1q1xcwq5hYeabzPElg5fT4hhKKRcNDjQk7kjDaKyl3ewdwhQzP1nyW4wG3yXdY9uNZVJ22al7Fo/tmL5+XZT5/H9De3cjnl4lZfHi7t3AE/QvSVDDWgBngoC6l35NhKZD9B9+It+dw9waXzGIJ0xSP6RIbY/Vq3XgLPXMnbNPDM4B+cO4Su0fsHo9TSZbjSNO2YJ09lnEdyQNkUJO1x8gAbynLbte3MS1WlUgWpGMvP6zCWRwnG8rXFGMtB5dKB4p9qwJVFFVxZh5HKFKIqiyqqsg4jFdCU8xiplK9jOr7GCV/XS7YwEnmFNxUjlRF5hheZBSGPZ0t5M2p4w8YcLyKlTCFvRpW3aoRSyUScYqSqnNG5x/3ZUFXIF5578IbwSLG8GookNG4kmKh4s5kiWfsiJJlXKRkVlpT8RnKBImwvJ1AZDTcW9cXr4nq+KWbweTrM4CmCGbyHKkp+uCpk4DGrHAr0siUIYIwHsIIj4VABxLJxWeznacLDjZSHRkYwQ84yw66zQBevpCCFsKG4ypl0czLWGOwMdWo5s+gwlfVY2WsJbzfJgNQULdkimjkVA7sUaysoRxGfk0mKlp3sTHa0tRRjZis2BqwFRrNGu4kOMOrG+tv08Va4T6+AeJsaYiv5yCdO/jRPMdx0y5Yj2DLyrJSBdyilUmuXU7ieUAtLSaUcPlcNHLu39FKnpWFi1tYiPB9rQ/565EXeYCRKJiaN42Bl/Y34snYvQd/GXQzzKuXIHsJLXe0fBO4q33DyN2ofC5a/to9GXR+L9wBNH435Psrl5D6W3jLUPsqwyuRJT+2hcl6x/2pwFYwf7OcQmfPTFY5gQ9GYld9I9AOmLwkNFu4mpYY4qg5t6W1H6Ths5Hh0GyO1MV+sqO9wv9ZK5y7R93ro3O1imBlpDby7+Uu+Zpa+Uyp4z5wYGof3zHCsFa49wpr7yFaNPUDbG+sir5lj8mumn7wslrgVoq99uluh4gfNFbU5jtvcIK0bl18z/SVfM0vf7eRbhEijwhaJDn2I5LsraA+lahjmTvqW6V/BW+bE+37LnCh8y6zKv2Xq5BLE8/7/8v0F+dcwn5jdV4qzr8VJyrLS+dbGIa2aBl6S9oukOJOTr5XMuFZYDQBDNTXw7xijaNxeLlfb2ZO1kbfNcO5x9i3cxz7mF3LuwWos/JYE5BkUepCR5h4s/A6puDGNWMQciUpgWIFZAE2OvGVKMjLmXAGiZoqUZkQWnPjhagLX2Ve2jpQpVZz4sTFIWw2Pq1KJomh2dWDNNlBf56v1eiptBhbgm/QomkiXoEiffUuXn3CT/JjavHNvQbY4Tf6h1OX91uIX1jtc9x3QJiXSZN2KpMR0Yc5BPOcgT9lxai+HwPag79yT7K3kTqQ9YZPvRKDcMbov5csxI3K5RKNSLrj0Dr+PlguSckv0zuYWUq6pUUMPlzumozcm0+soKDdK8ew1/E2QcuYvTwwCh1xzUukL3091Ng3NKZlmvIDHDdQu1PA4IfPY36JpW2zRyKaBysawRMqtH9OWi2hk00BlI5cbG9a0K/5WI5sGKhu53Oiwlt6/a2RD6Y3J5TYUlHtFIxvK3wQpZ/7y3m3AoUY24lc1sqE0p2SaIwU8fl8jG8rjhFxubkopR+PDztPFh02R+LALi+PDfBB+hXhhh1gqJMyv/21RFJgDkcd3JfLLqNo9lI9jOj6mCR83FfMRYkQz3s9EcB+Go8OUZ2dOZaexTCGFqzmFKy/YDxDlGwz42uraFO4ssg1BeTut420NcwwTebOQN5JKBUvBKPLGXYrLvamErGgqlajqlS+jOw6Nly7csFK6UqxcKf1YEKRW1ZVA6bM532eDi85xTZ/XkvE4XDweQZGoWhYjZEwfLdkJKVq6THGkIDghEG+5VsUJQeGuQp0vVVhtyFL+qoC/QbpW0YPUByFWU+iDAE2PjpM3eDXxamtLe6alq7UrHkzlfRBK0x0ldDulrEpXtitEov8X0qWPfhGZrPxuTuke09EdU+h2YIWb0mbH8AoSQacH9OcBHW1HIijTbdTSPaqjO0nopqUWhV8qeroMCimCJwIhSZ/QgKaQe9bQQGUgAE1Jvht5lNK0CazWFQGcEEaJ8zcZ8GFmwuPxBDz+SDIUFtTxojSP6WiOKTTBF4HQ1bgikLsxLV3ceUJT8Sttx7NmO+WzHWiuojr2JoZpl9LYXOd4A0eMHfIsqyg7+ad9EtHvjTjIw758n0VpHtPRHN9ERslLvBCw8c0ZBI50fKAM5WSQUo0mVZrf09Fct4l4kjOyq9lQaUrxKBBS+7yUg1wUgijfMYaZHUsvGH6CJZlhbodbQLoa7bUCtqOayX0MtpwAwKngGzSixBporml49bLIozN5ePV6yOFyuVpcLcmmxigkORJo7t78H/E5di87unsEq+f/D0QqQXQAAAEAAAACAcqkvh0PXw889QAbB9AAAAAAS1n2hQAAAADPNGbI/nX+dQmRB2oAAQAJAAIAAAAAAAB4nGNgZGBg3/YvjIGB8/K/0n9lnBMZgCLIgPEMAKJjBz4AAAB4nHXVfWhVZRwH8O953s5doNMxsqLy7urIezXDF3ST9bJXu3mX29yWbGZhOi+VeWnM4JYGqagJrVBaf/jPhZb+oZSgkEQUklqSiSQhCv5n6ShURkSwdvo+5547ni278OE855znPufcc76/31UtSIEf71dAbwn+9J8LftfVKOj5aA3dRUHtoNd57ChWGY2CaEdB9uJ+3cvj5Sj4G1Cwx00bz1OsH63ql3A/ow3npLFQfYFH9QUM2mvElmGmfhJSzwhG1VeYJ//CIrMGS9RW5OV3aJRn0chxs1qABnEBSXUcKfU9xbFIZZH3xvCyN46d3lhwQj2OvNmPvD2utvN773CtK9zmuM81xAjX3MrvnURe3ESC83Jcp8w0o0JVwqjZMHIIS8V1tMsqpGUcbTLuTeN2eaSD6mgTbaDj9DGN0g26rG6jSSzGu/ITrPQuo1s8ggEh8ap3Dd3GR7d3ChnqlBoZ6vROoF4C9aIZPaIFOTmIHsrJT7FC3IfhcDuCN9VefG7q8JYcxrMcfyiquXY10rRc9GOYloqNqLVkB/o4p92St7FWn0Y9x6/QJu8wsnIWsvow0mYIvSbH+yJ9i7/taT7nvXiIGmkbVdN0mk2LaSdlqIFi9AK9SGu8B8YHovE62hc5REN0JTp+jE7TLv0letQgmuQIoK4irt9Di+7GSp7rEF8H27y72M5xJz1vNqNVPIwB+QEyZU1oNSm02Zza/NxLmFGHaA92M6cUXKTzbj5dYSZdzKTN473YPLqYvzPeP2EOj9KliQxOZTPnYub0eTzFd7Bez8Owfi0YNSoI7H2bB1HJ++5TT2CarS11MaqfH5Cy9xfeh62NHJ/bAJ6x9+GvQrLsZyR1F5J+E8c/RjXzP/xaquHcmnA7Wa0zJ8a1PuJ2Ndfeg2SsnOeywQEaYQ02eOPBSVt/4gAe8+7w3eWKtSZ6kRK/oUrcwVy9AwkdwxxK2HGsEgl/P+ZQWIsyHvzNGrKW0HzWXkU0XkgbqYW+pd3Fed4smqv7UWFeQpc6xevPwBFm5g1xCBmqpWU0M8rjFtPHjL6NFRzbmlhACZ6voxparX9CWn/DLFxjfd4Krsvp/C3RM+A119laD5/duWIfss/CUnV8N/wNEzlMsd+52DtL79Vl+6ir2FNtTgE6yPfs9teDNgdhfvXkPhvml/21JMyJiz235D85J9uHXTb7pZ5cMpF/25cdU2shfF41Tp92lbNfjwXn6Cp9ZjPDWu8K6z0b9e4ptWP7NmVK/dsVZusmM+UzU5ZB1cS4qMp/nzmz9jnjaH9SLW5Gzv4XuGx9lv4XStQfwbhXBvwLZUCeH3icJL15dF3Vled/X0MncSgDHUtWMLLF4AlDiK3JOHgidKp/XZ102cK2ZL0nyUOkuAo8QKqCnxiELagQ47GqEwhQCWAbG/uNtlSdtGbpah4MaJas1Utxyi9cy8Na+pu6v+/+9D+fddd9952zv2effe6597y3j+M4Acfx/8MJrDjf7DhzN9xx/pNzl98g3u1fFu/1O8UFfpuY6deKWX5cXOd/Lq73R8WN/oAY4VtRGINxmIBJ6PLdKa6f5oxnJQf+ix8Tn/Rbxc12PlAAK6z2wMtccxCGYbWVE3gTtpgNgVbYBl3YbrUEOmCP/4pzl/OfVOZdzjf8YfGb8B44D6bBdJgBF/g/FzP9Y+JC/2Mxy/97cbk/JD4GV8CnZfldapOIuF4W3qU2+VT8of+B+Kx/Qtzu/0os9k+KQY5DHJf7R8SXuCbM+UpY5b8h1mFJPWyAjbAJutgzRV2e/7o4iz1fGwNzYDqcbxYGMuBz9t3AFrgVboMlsBSWwR1wL9wH98OXrWXkEWMYVln7BN6Ah+BhWG0WylPGKLXHYIu1krxmbIMubDct8tqnzt3OYn9EXAKXwRX+pJjDcS7Mg0/7Y2Ivx32wHw7AITgMR+AoHIO3/Qnxjh2rxVS+Wsw438pUixmP8Ok78Cg8Bo/DE/AkPAVPwzPwLIxSTkz8z4qsUTFLPfM/y4OiWsn4pvgN50tnvfONwPtOrvihs8T5luJxULzbrxHvVet9Sz2zX8z0r4iL/C4xy78gblFd33IKpehbThEskZZvOaVwN2f2crxfdX3LeZHrI5QfhTEYhwmYhC7lT9uxItRYACvMHvUH2aP+YAzDarteii44c/DjHPw4Bz/OUQRNio/BFTCH87kwD5pP5+DTOfh0Dj6dg0/nOF84T4hDHA/DETgKx6B5dg6enYM35+DNOXhzDt6cgzfn4M05eHMO3pyDN+fgzTnyQrZ4muMz8CyMUpr59NsaWz4X71LkflueKhbvhQ/7YfERuFi9+ttqB+NSuAwuV0t+W61hXAEf938nPulfEldplPu2kw1zuD4X5sF8zq/m+CmO1/inxR/4PeLTiv1vO2v9/yNuUOR+23nG/4O4xS8SC/0tYhEs8beJpbDM/0LcwfU7Od7F8W7/IzGCxiiMwThMwCRsR28H7IRdsBv2wF5s7oP9cABecZ4UP1eMfFtezhe/VBR82xlE3RDXDMMROArH4DhKJ+AkvAqnsWqGem9y5S14239XvMPxLC3/tVHjgPF+qzGQZu2pMcHOzLf2VC8yZlnJgU1ws5WviDBWmN8Db1tdgV/BI1a++pvxKDwGj8MT8CQ8BX9t3g/8Br4L34PvWzuoN64VP8K2j+En8DTfPQPPwk85fw4Lz3P8GVouwIswAqMoisEGrm+ETbAZdlrPCXTBbtijMu/RyDMhukZFvfFN8V5Fwbj4uHrOveqTdnxbkX6v2lPH0qjz0mh8F74HP+PTC/AijIj36a79b+I34T1wHkyD6TADLoZL4FK/Q1zG8XJFxH2KMuMKmMN5G3PuUzTZ8Wquf1qzkfsUNf3iOv+34nrObFRvuU/RYdfshBVcswe+hp2vwzpKq4cNsBE2wV7YB/vhALzibBGHOB6GI3AUjsFx6pqAk/AqnMK2m1h1C97268Q7fGsWvV8b1beN6XC+6VJ/NmZZOerPxufsW5ohGLfCbbAElsIyuAPuhfvgfngEvgOPwmPwODwBT8JT8DQ8A8/CKFbFYANWNcIm2Axb+LQVtkEXtltraBbxrnO/RmZX/Iauv1/9x3gPnAfTYDrMgAv8n4gPalS/X3fYLeJC/1Uxy/+huNjvE5fApfL1/epddrxcEXG/epdxBczhfC7Mg6u5/mn/nLhWve5+9a5N4nr/H8WN/o/FH/p54rN+rrjdXy0WwyAMwTLNzO9XDzSW+y+KFVi4Bz7/H574kp8jhrm+Er5G7a/DKj9brENvPWyAjbAJNtMCLbAVtkGXduhFUR/shwNwCA7DETgKx+A4qifgJLwKp9Du0fI3qOUmdt6CtzUu3a+ebCXM0rZfG9WTjelwvrWqerIxy8pUTzY+Z1rUk41b4TZYAkthGdwB98J9cD982azS3MYYhpVmYeAV+Cp8Db4Oq8wLmgkbD8HDsNraTWOj8YhpUXQYj8Jj8Dg8AU/CU/A0PAPPwihKY7ABpY2wCTbDFutXig5jG3Rhu7W2ouPHzjzNWIbEuxVx8zRjaRMXaFY5Tz3/C3GR3ytm6blmnuYMo2KhNM7TnMG4X3OeeZpD2vkI5URhDMZhAiahSzlfOE+J05zxrC7dPXWsu6exwmxQm9v5gzAMq+27aj3jh5ohp2F5GpanYXkalqdheRqWp2F5GpanYXkalqdpJjMpmv1p2J+G/WnYn4b9adifhv1p2J+G/WlYnoblaViehuVpWJ6G5WlYnoblaViehuXpzITTmQmnMxNOZyaczkw4nZlwOjPhdO5K6cyE05kJpzMTTmcmnM5MOJ2ZcDpz4HTmwOnMgdOZA6czB05nDpzOHDhdUaPyecZJ5xknnVlxOrPidGbF6cyK05kVpzMrTmdWnM6sOJ1ZcTqz4nTmw+nMh9OZD6czH05nPjxfo26XeJeef+fLR0HxXn+HmKV656sdvhCXwKVwGcyBuTAProZb/L8RC/3/KhbB3ZrhzJfXrPwojME4TMAkdKmxl3L6YD8cgENwGI7AUTgGpynhJse34G3NeearPXUs7+tTed9YYerkZdWllrRP34FH4TF4HJ6AJ+EpeBqegWfFDPp2Bn07g76dQd/OoG9n0Lcz6NsZais7bz08gx6eQQ/PoG9n0Lcz6NsZ9O0M+nYGfTuDvp1B386gb2fQtzPo2xn07Qz6dgZ9O4O+nUHfzqBvZ9C3M+jb35WFE2Km5snflW0N4mK4BC7VqPVdedmOc2AuzIOr+XStLP+u7omT4kZKK5P939WdzuhyZS/sg/1wAA7BYTgCR+EYHKfkCTgJr8IpavHgTWy4BW9rxvtdeVnfVYzIHsWIMcu+pTuL8WX7llrDGIbVXP8mPALfgUfhMXgcnoAn4Sl4Gp6BZ2EDtTTCJtgM26mrQ3xAPeRzcbl6xQMaQ94UV3D8pP8/xB/4n4n2DPiAWtXOb+D6jbqvPaBntK1ip79b7NJ97QE9nf1U7PWXiP2aPzygts0Trzg/FD9Xb3xAo/cm8Us9lz2gNs8UR/zHxDF/hThFybPU9bVRo40xHdrT0wM8PT2g56Ns8Vf+s+I7/g/Eo/568bivkvV0INv0dGDXvK/7xQMa87eJ5zSnfUBPB78SL2pm/gBPLg/w5PKAWka1q2WMXf7rzgKNQm3iXf7PxbvVJgs0D/xc/Ca8B97rvyHO4zgNpsMM+LD/qPgIXOzfJy6BS33dKdWf7Xi5/8/iY3AFfNz/jrhKWhboyd2Yw5W5MA/mc3415TzF8Rpqedp/TVzr/7W4Tu2wQPPDLeIGjjf6heIzfLrFrxS3+h+K29QaCzQCvCoWwRJ0lcIyjU4L9ET/vLiT410c7+bTCv+fxD3wFb9bfNVPihHaLQpjMA4TMAnraKV62AAbYRNsR1EH7IRdsBv2wF5aow/2wwE4SJsMcTwMR+AoHIPjtMMEnIRX4RStNI2FM9Ryk3a+BW/z6R1KmMVfXxvVV433W716StW31G/tzHzziPqtMcvK1whg3Gzla4Q0Pmd6Nc80boXbYAkshWVwB6ywltds0473wf3wber9FTxiFio6jEfhMXgcnoAn4Sn4a+t1ihrju/A9+BGKPoafwNNcfwaehZ9y/hw8Dz/DhgvwIozAKO0Qgw20QyNsgs2wxXqsZp7GNujCdmt5Raixkyu7YDfsUb0PKk5bxXs1Yjyo6BsSH4GPc+ZJeeRBRcqw+AO/VtyikflB9eQxsd1/T+zg+k7YBbv9Q2IPx1ecF8TP9fz7oEazZaK9cX1Q/cQ+va2ZzIMBWwt4UD5SjfKIzssjh8WjfrV4XPH1oFrbPv2Nf1B8l+P34PvOcvEDZ634ofOk+BmlXdCI9KBaclCMcKZLc6RMjVH/Jt7lHxPv9kPiN1ROpsYo4z3wXv8X4jyO02A6zIAP+3vER+Bif6e4BC71/05cxvFyv118DK6Aj/vl4pP+eXGVf0LMhjlcnwvzYD7nV1PaUxyv8feKP/D/KD7tN4lrNf5kary6Iq6HG/xOcaP/pfiM/3txi/+SuFUtkKnxyiwv9P9BLIIlflgshWX+b8QderLL1Hhlx7s43q3WztR41SLuga+ot2RqvOoWq5wnxAgtGYUxGIcJmIR11F4PG2AjbILttGQH7IRdsBv2wF5apg/2wwF4RfepTHpXpvrV98VBWmyIT4fhCByFY3Cc1puAk/AqnKL1prF5hnpv4oVb8Da94g4lzOLTr40ax4z3W73qyfKUxjE7M988pXHMmGXlaxwzbrbyNY4Zn7MW0Dhm3ArxlMYxYyksgztghdmgccyO98H98G2zVlFjPGIWahwzHoXH4HF4Ap6Ep+CvrWcqsozvwvfgB4rWTMXUCvEj1H0MP4Gn+e4ZeBZ+yvnz8DPa4QK86LtihOMorRGDDbRGI2yCzbDF+rNGM2MbdGG7eUejmbHTergi2tgNe1TvQsX1x+Ld/gHxXt1hFypa3xIfgYs5swQuVfsvVLTa8XLN8BcqWo0r4OOa8yxUnJ4Rs2EOV+YqyhYqTu04n/OrKecpjtf474hPc81aPyba7HqhYnNEfMa/JG7x3xcL9RSzUJFoLJH9CxWJxjKu2SG9CxWJdryL4918q4LS9sBX5PeFij7TG4UxGIcJmITtaO+AnbALdsMe2IuiPtgPB+AVp1AcRN0QZ4bhCByFY3AcvRNwEl6F09gwQy03aatb8LZfJd7hu7O0+ddGRZPxfqtR0aT2VDTZmfnWqoomY5aVrGgybrbyFU1Gm1ktVCyoLsWC8Qhn3oFH4TF4HJ6AJ+Ep+Gvzu2LB+C58D36EPR/DT+Bprj8Dz8JPOX8OnoefYf8FeBFGYBQVMdiAikbYBJthp3lfPdzYDXtU5iLdrbrFb8J74DyYBtNhBlysZ+dF6u3GpYq4RertdrzcbxYfgyvgk/7fijl8mgvz4Gq+9QPdERapV18U13L9OrX2It137MxG/yOxTDG+SD3WWKGZ1SL1UmMdltTDBtgIm2C7/7bYpWefReqN5WKvHxT7qL0fDvhPiVecveLnflT80skWh/zN4jDXjMBROOY/KY77PxMnsHYSXoVTWHsTXbfgbc0HFqkf2ndnueZro/qhMR3ON6Xqe8YszmyCz5kKjd7GrXAbLIGlsAzugHvhPrgfvq2npEXqqy+JR8wG9VXjUc1yF6mv2vFx/wXxBMcnNXNbpL5qx7/RiLpIo/T3xY/9feJpzp/x14pnOb7g/1fxou7ai9TrzP4YbMD+RtgEm2ELn7bCNujCdms3jb3GLj0VZmkeFRPv8v9evFs+ylLPjIjfhPfAe3XfzFL/tOM0mA4z4AN69s/S+LxQfAQu9heJS+BS/xFxGcfL1QOz1GONK+DjmrtmaXz+n2I2zOHKXJgH8zm/mnKe4niNnrWz1JNPiWv9AnEdx+v9fxE3aK6bpf5sx8/oTpqlsXqnuFUtmaUZlOkt5EwRLFGPzdK4bbQnviyN22+LOznexfFuPeNnKSKqxT3wFf+C+Kr/O/E1tXmW8zqs0tw1S+O5tWcUxmAcJmAS1tF69bABNsIm2E5LdsBO2AW7YQ/spX36YD8cgFecPPFL53FxkBYb4vwwHIGjcAyO04YTcBJehVO04TTWfoWXZ6j3Jr64BW/728Q7lDOLT782Ku6M91vtGv/lL8WgnZlvnlIMGrOsFsWgcbPVovHf+Jy1gOLRuBVugyWwFJbBHbDC+qei0o73wf3w52Zz4B/gP8JfwLdNhaLVeMQsV7Qaj8Jj8Dg8AU/CU/DX1mMVs8Z34XvwI5R+DD+Bp7n+DDwLP+X8OXgefkbLXIAXYQRGaZ8YbKB9GmETbIYt5h3FuLENurAddkCbh2cFumA37FG9DylCh8UlcKnmIQ8pQu14uUb7hxShxhUwh/O5MA8+rfv4Q7x1fEhx1ymu11zuIUWcHfdyTR/shwNwCA7DETgKx+A4pU3ASXgVTlHmTSy8Be3N/EPqb/atWSz82qj+ZkyH881C9TGjvXt8iHePD8nX+pZ8bTwKj8Hj8AQ8CU/B0/AMPAujlBmDDZTZCJtgM2yx1pBfjG3Qhe2mRX7pdB52Fvj3i7Za+rCT6f+juFBzyIedLH+Z+Jzmig8726X0YScIy/1z4n6++6I/IL6kuejDThXHzZTTAlthG3QpzaMuWx98OPCyHQcOwjCs5Pwr8FX4GnwdVplVgTfgIXgYVlvJgTfFR6RF475U7BIX6nlfo4K/QLQ1xEekYkQMwnKNmY84e/Uk+4i0tIkvStEj0vKlGPbHxUpYpTh9RPZbOZ6VL8uNB2EYVlldss14CB6G1fYt2bbAeVR3rh5xgZ8mZmqUeFQWHhMX+TVilr9SfMgfEjf4o+KzUv2oLG8Rt6svPeoUy/JHZb8dhzgu9z8V98ryR6WiUXxRz4mPSkWfGJa6R6XCWOV3iC61eGaDRirZIy12fBCGYZVZJS3GQ/AwrLbvSovxLbMz8E/wl+Ji6coRMzUXXSxdF8Qs/ydimSJlse5fxnLNjhbTcxbTcxbLHrvGs+/KEuNBGIZVVo4sMR6Ch2G1fUuW/MRZQr1LqHcJ9S6h3iXUu4R6l1DvEupdQr1LqHcJ9S6h3iXUu4R6l1DvEupdQr1LqHcJ9S6h3qW6r20Sv3R0HHjfWS9+4OSLPc5yPeNaP1xGP1xGP1xGP1xGP1xGP1xGP1xGP1xGP1xGP1xGP1xGP1xGP1xGP1xGP1xGP1xGP1xGP1xGP1xGP1xGP1xGP1xGP1xGP1xGP1xGP1yuWdaEeJfuSst5nl1ub49EzXrELfLmcs1JRsQiaO8/lzulcLcsXK4ZhX03CmMwDhMwCV1Km+b4tsao5bqr6lh3VaM9VS0PVNs1gTfFFc7zmgE+rnZ7VszU7OhxtZtrswbNYx9XK42KLseeXSPtxoMwDKvsemk3HoKHYbV9S9pfcp5Q+feJD6q0J1TLL0Qb655QLU+I9gb4CdX1mbjf7xKttzwhX9j1VXzazHELbIVt0KUEj/Jv2BlZqGNZaAzDSs6/Al+Fr8HXoY1vTzC+PcH49gTj2xOyXyXL/ieclbJ/q5ipSF8py6+IWbovr+Q3LSv5TctK3UMHxWUc58BcmAdX86k9QaxUdBjL5eWVmk+Oi3vgfo08K6XISu7lW32wHw7AITgMR+AoHIMedt6krlvwtsaflfwCZKVaRp+qZYxhWGVapN14CB6G1WaDtBuP8N134FF4DB6HJ+BJeAqehmeg/eJiFd5fhfdX4f1VeH8V3l+F91fh/VV4fxXeX4X3V+H9VXh/Fd5fhfdX4f1VeH8V3l+F91fh/VV4fxXeX4X3V+H9VXh/Fd5fhfdX4f1VeH8V3l+F91fh/VV4Pxv7s7E/G/uzsT8b+7OxPxv7s7E/G/uzsT8b+7OxPxv7s7E/G/uzsT8b+7OxPxv7s7E/G/uzsT8b+7OxPxv7s7E/G/uzsT8b+7OxPxv7s7E/hztgjlTcK9rYmCP7fyku8pNilubAOdwBc3QH/FJ8VvOcHO6AORozB8Ri1ZWjkdOOQxyX6/kxR+Nnu7jfrxdf1JNpjlT3imH/C7ESVmlczZFSq8UzG7gD5kipHR+EYVhlVkmL8RA8DKvtu9JitDtgDnfAHO6AuajLRV0u6nJRl4u6XNTloi4Xdbmoy0VdLupyUZeLulzU5aIuF3W5Ujchmq5cdOWiKxdduejKRVcuunLRlYuuXHTloisXXbnoykVXLrpy0ZWLrlx05aIrj3tZHoryuJflcS/L416Wx70sj3tZHveyPO5ledzL8riX5XEvy+Nelse9LI97WR73sjzuZXncy/K4l+VxL8vjXpbHvSyPe1ke97I87mV53MvyafN85lT5zKnymVPlM6fKZ06VT5vnM6fKZ06VT5vnM6fKZ06Vz5wqnzlVPnOqfOZU+cyp8plT5TOnymdOlc+cKp85VT5zqnzmVPm0fD5zqnzmVPnMqfKZU+Uzp8pnTpXPnCqfOVU+c6p8Wj6fls+n5VdL11oxU09Pq6XrnJjlbxLLVe9qx37btlq2DYou5z27XrUbD8IwrLLvqnbjIXgYVtu3VPsm5ynNCkbEu/z/Jd7rHxAX6Gn6KdU+JC7ifBZ8SGPLU5onxMVC9e2nNE8wlsj7T2meYNztR8W9au2nZGefaHY+pZmDlRCFMRiHCZiELpyGnv9H8bZa9SnNH3RG8wdjhVkopbJQSo1hWM2nb8K3zE61p/GX4hopWi5m+m+JNnKukaLV4nPqk2vUqnXiXuldI5vbRRs/18jLE6LLlZ6VoHqNB2EY2ui3htFvDaPfGka/NbJH35I9q50foOVp2bBZzNSM9GnZMChmae76tMo3XnGeFT27JvBXzl+Lu3TXfFo12pmDMAyr7Luq0XgIHobVVo5qfMdZS/9ZS/9ZS/9ZS/9ZS/9ZS/9Zi1/W0n/W0n/W0n/W0n/W0n/W0n/W0n/W0n/W0n/W0n/W0n/W8e+Jdcwq16n//INoc5V1/MNlnWqfFBf5H4s2Y1mnXjQgbvH/j1iocXudepGxxP+DWAp3q4+tc+y/S+uYva+Ttf1ihFqiMAbjMAGT0KWWaY49LLmt0XIds9B1zELXqRfJTmYj65iNrGM2sk56Za30Gg/Bw9BmI+uYjaxT75L96l3GX4rr1QKj4l0a99arBX4lLvC3iNYC66X9opglX6yX9nFxi1p+vbQPi0WwxLd17FK4Wz5az2/A1kv1mBih5CiMwThMwCR0KX+aY89ql14dS6+xwqySXjt/EIZhtX1LuoxvmW3SZfyluAE/bpCKTnGhRokNUvHP4mLZuUFzTuNSWbhBc047zoG5MA+u5tMy3bk2aM5p3M8Zl3J6uaYP9sMBeMX5nviF8zfilxoFNmjOaeeH4QgchWPQw86blHwL3qauO/apomm5aL7egK834OsN8rUUydfGQ/AwrDbb1CbGI5TwDjwKj8Hj8AQ8CU9B++fXhsCHekLcoFmonTkDz4ob1U8GxLv886KNtBvVwiVipurdqH7yiWhruxvVT74Q7Tf8G9VP/rdYBEt0d9uofmK0GNnISLtRrdojvqg+s1G9xcqPwhiMwwRMQpdapjn2sOG2+upG9RmdUZ8x2ki7Ue2mT9VuxjCstu+qfYxvmZ3qM8Zfis9I0d+ImboLPKM+0yhmab76DM8az8jOIfFF9a5nZIOd9+x61WI8CMOwyr4r7xgPwcOw2r6l2n/hbFaZY+J+Wb5ZZQ47W5xvKBK3ON+E98B5MA2mwwy4wH9FzNSz4RbZ+b6YpXnOFuf7GnW3OOs0Yis+FKdbnI3+JXGzWniLZg6PisX+YjHIcYjjsP89sRLWUX49bICNsAk2azzZonm4sRW2QZfarzj/TZyiRg8Lb/CpeWeLevLj4n1mYeBJ/4T4nJUZ2AK3wm2wBJbCMrgD7oX74H74stWiljeGYaXVqNm+8VX4GnwdVllbyS/GQ/AwrDb75Rfjh1jYYq0XaIVt0IXtpi7QIW6VFz4Q7ZexW9X+UXGzxvmtag07tnviVrWDruGeuFWqJ0W7M26V5Xb+IAzDavuWbIg621Tyb+3XHIqIbY6t8G5z7J+P2xyXYxthtjHCbGOE2aZadD1jxTaVbMcHYRhW27dUstFifBsxXqj+Ni5+E94D58E0mA4zoPW3QtnzD7YGLmsLZdUO8fuaBxeqv9WL69WHC+lvhfS0QnpaIT2tkJ5WSE8rpKcVOn9w/j/xj85jYh211MMG2AiboEtdV5wfi1OU72GPPZsXSvVe8T6zRC38G9HmRYXqV8atcBssgaWwDO6Au+SdQvUuO94H90PrXYX0rkJ6VyHzpULmS4XMlwqZLxWqhWWhWtj4IZa0WGuo/xjboAut/xTSf7ZrLD0s3u3/tXivf1B8WGPCducRuFj3vu26TxmXavTYrvuUHdv/2rbrbmXHuTAPruaaNZr1bdfY+6hYCItguX9SfMl/V4xQbxTGYBwmYBK2Y0MH7IRdsBv2wF7q7YP9cAAOwWE4AkfhGJymfE9z3e3ODOXcxPJb8Lbu19t179OVgTTTIp++LW62b2lsN1ZYWwXetu8GfgWPcP078Cg8Bo/DE/AkPAXtP4Db+Q/gdv4DuJ3/AG7XXc8+PQPPws+w4QK8CCNisXz3ini3v1G8168UH1a0Fst3xsXSUizfGZfqPlgs39nx47qHFst3dpwL8+Bqrlmj+2yxfLdYLIRFsMR/TCyFZbp7Fms2Ytytu3yxU+G74h74ivptsfxrtkVhDMZhAiZhO3Z2wE7YBbthD+zFtj7YDwfgEByGI3AUjsFpyvf8N8UZyrmJulvQ7gXF8q+ulH+lV57V9fKsscJaUp7Vt+RZ4xGufAcehcfgcXgCnoSn4K+theVZ47vwPXiaT8/As/Azar8AL8KIGCQqg0RlkKgMEpVBojJIVAaJyiBRGSQqg0RlkKgMEpVBojJIVAaJyiBRGSQqg0RlkEgMEolBIjFIJAaJxCCRGCQSg0RikEgMEolBIjFIJAaJxCCRGCQSg0RikEgMEolBIjFIJAaJxCCRGCQSg0RikEgMEolBIjFIJAaJxCCRGCQSg0RikEgMEolBIjFIJAaJxCCRGCQSg0RikEgMEolBIjFIJAaJxCCRGCQSg0RikEgMEolBIjFIJAaJxCCRGCISQ0RiiEgMEYkhIjFEJIaIxBCRGCISQ0RiiEgMEYkhIjFEJIaIxBCRGCISQ0RiiEgMEYkhIjFEJIaIxBCRGCISQ0RiiEgMEYkhIjFEJIaIxBCRGCISQ0RiiEgMEYkhIjFEJIaIxBCRGCISQ0RiiEgMEYkhIjFEJIaIxBCRGCISQ0RiiEgMEYkhIjFEJIaIxBCRGCISQ0RiiEgMEYkhIjFEJIaIxBCRGCISQ0RiiEgMEYkhIjFEJIaIxBCRGCISQ0RiiEgMEYkhIjFEJIaIxBLNOt4QM/2wuND/SMzyK8R1epoo0XzjC3Gj5kslmmk8Jobg7v94UrSZRgkzjRLNH+xbNjst0fzBrv+/6jklahkr/7ae2Ut0r9ex7vXGMKyyGnWvNx6Ch2G1laZ7vfGcnghKdK+XJbrXG9ugC9utLt3ro04pWkrRUoqWUrSUoqUULaVoKUVLKVpKUVGKilJUlGJ/KZaXYnMpNpdicyk2l2JzKTaXYnMpNpdicynWlmJtKdaWYm0p1pZibZmsfV7MVMuUsV5TJmvfFl3o+e84Zapd16h2YxjaakgZqyFlrIaUsRpSptr1LdX+trOD/+bvUJz+b3GBXyZmas62Q7VcEhf57aLNLXc4G/QUvENtMioWcxyCYVgJXa6c4hrPP+fsUL9VybJNJcs2YxhWWfmyzXgIHoY2c9vBzG2HWkDlqAVGnZ20wE5aYCctsJMW2EkL7FRd+pTcQTtph520w07aYSftsJN22Ek77KQddtIOO2mHneQF2kVr7KI1dtEau2iNXbTGLlpjF62xi9bYRWvsojV20Rq7aI1dtMYuWmMXrbGL1thFa+yiNXbRGrtojV20xi5aYxetsYvW2EVr7KI1dtEau2iN3Rpjj4h3q//slrX/Ij7sR8RH4GL1sd0aY41L/Y/FZRw/7n8mrpKK3U42zOF8LsyD+Zxfzbee4niNnxDX6ol1t/OMRp7dGkWt9iiMwThMwCRsx5IO2Am7YDfsgb3U2Af74QC0/5TtdgapfYgzw3AEjsIxOI5VE3ASXoXT2DBDLTfRcgve9rvFO/bdwP1WvkZaqQtk2bcCK3WH3R3YxPFmK0Fjr7HCWlhjr0rT2Gs8QgnvwKPwGDwOT8CT8BT8tbW8xl7ju/A9+L6ewXcHPsKSj+En8DTfOgPPwk85fw6eh59h+QV4EUZgA/Y3wibYDO1etjvQBbthj8r5qWOrvz/V0+sG56d6VvqRU857j3Lee5Tz3qOc9x7lvPco571HOe89yhUjVaL95qdckXJQtLcf5YqRn4pP6/5SrhE1Lq7Xs2G54qVWLPY/EUMw7P+rWAnrKLMeNsBG2ASbqaUFtsI26FKXqShHRbkizmrxsO0G18zqSb+cfz2X86/n8sB8sy2QAe29RznvPcp571HOe49y3nuU896jnPce5bz3KOe9RznvPcp571GuiFZdimhjGNpvkMr5DVI5v0Eq5zdI5fwGqZz3HuW89yjnvUc57z3KFe/Song34otAFAtjsMXaUHcKYxt0Ybvp1chQ61RoNPituMD/JzHTbxHtnXmFxq4vxCy/WizmTAi6nPE0claon+u70qLvSosxDO09dgXvsSt4j13Be+wKWavvytpqZw/17qHePdS7h3r3UO8e6t1DvXuodw/17lG9nzh7qHcP9e6h3j3Uu4d691DvHurdQ717qHcP9T7vnPbrxD9pjvq882d4XX37eZX8c/G23+Q8r/uCrgl8B/4I2nvy5wO/4/j34gvq82PiN+E9cB5Mg+kwAz4sG17QSGtcrAh6QSOtcanGlhc00trx951sMYfjXJgHV3PN05SzVja8oOgw/sF5VqzjfD1sgI2wCXZRYy/l9MF+OACvOP9dHOJ4GI7AUTgGx6lrAk7Cq/AmVt2C9q77BY2Quj7wV87fibaW/wL5AV4gP8ALGi31LY2Txuc4swVuhdtgCSyFZXAH3OX8UNzL8T64H75t6jS6Go9Q+zvwKDwGj8MT8CQ8BT/EwtMcn4FnYZSSY7ABaxthE2wW9+ke2i9+Q/OBffK+8R44D6bBdJgBH1bE7ZP3jYv9enEJtGfPffK+HS/XbHmf8xhcAVdRSzbM4ZpcmAfzOb+aEp7ieI3s36d+0ieulV/28avUfRpFPxc3SNE+5h77dEceFOuwrR42wEbYBNuxtgN2wi7YDXtgL5b0wX44AAexZ4jjYTgCR+EYHMfCCTgJr8IpLJyh/JuouwXv8K1ZWuZro8Zk4/1Wl+7I0h5I58x8awH1OmOWlal7tBSp79nxcxxvgVvhNlgCS2EZ3AH3wn1wP3zbbFOvMx4xq9TrjEfhMXgcnoAn4Sn4ofOY+BE2fww/gaf59Aw8Cz/l/Dl4Hn6GxgvwIozAKEpjsAGNjbAJNsMW6wO6CxjboAttfriP+eE+3evVK3SvN3bDHtV7gCwBB8h7eYC8lwfIe3mAvJcHyHt5gLyXB8h7eUC93b71CHxUo9oB3rcc4H3LAfX5dnEZx8tV7wH1eeMK+ATXr4SrKC0b5nB9LsyD+ZxfTWlPcbxGM5YD6v+D4lp56oD6v9mwXj3/gPq88TQl13F9PWyAjbAJdvCtTtgFu+H/a41eau+D/XAAXnHMki81az+g/m/lDHF+GI7AUTgGx7FwAk7Cq3CGWm6i6xa8w/WztM/XRvV841+ZlsBceL/VGPgOx/NgmrVGIJ0r51ubKCKMWVaLIsKu/xFXbuLMc5zZArfCbbAElsIyuAPuhfvgfvi2Wa64MNobpAO8QTrAG6QDvEE6wBukA7xBOsAbpAO8QTqgOe2z4gd6Kj4Q+Fes+h38PfyI8j+Gn8DTfOsMPAs/5fw5Z7N4nuPPaIEL8KJG+wOKFzuO0g4x2ID2RtgEm6HNGA8EWmEbdGEn7IY9TqXzkp6qTop3+9tEe3P1knp7r7gEWm9/Sb3djh/Xc+JL6sl2nAvz4Gqu2e9YCS86BWKEMqMwBuMwAZOwl+/2wX44AIfgMByBo3AMTvPdm9R4C96x83py0Xk9uRjtrdFL8qCdfwcehcfgcXgCnoSn4K9NnZ5WjO/C9+BpPj0Dz4phnkPDarHN4r3+y6Kt5odZzQ+rxeyaZRznwFyYB1fz6Rb/e2IhLIIlsBSWaSQMOzvhbj0jhNW23xdf1HNTmOfQMM+hYZ5DwzyHhnkODfMcGuZXAWF+FRDmVwFhfhUQ5jcAYX4DEOY3AGF+AxDmNwBhnh/Daluz8Ba8rZEzzG8AwoEn1bZhnhDDPCGG1c7Szvp+mPX9MOv7Ydb3w6zvh1nfD7O+H2Z9P8yafpg1/TBr+pW0ZyXtWUl7VmrUzREX8+kSaK1aSatWOk/w6UqYw5lcmAdXc6W1cCUtXEkL29rIjxx7L2ss4UwptNaupLUrae1KPTM9L+6F+zVmVarl94ph53+IlbBKT4+VGo3Nhgj2R2EMxmECJmEvtvXBfjgAh+AwHIGjcAxO892bKLoFzSOVeKRSo6Vqxy+V+KUSv1Til0r8UolfKvFLJX6pxC+V+KUSv1Til0r8UolfKv+fXzQWbREvOnmOZY9+Vrxb8+1X9LzzvpjpnxcX+s3iImeNmOUfFR/VDOEV+ci4Em5wnhSfVYu94my3t9JOEIadn4iV8DRXRqglCmMwDhMwCV1qmebYM0sCm+04UABf5sxBGIZVZqGep4yH4GFYbeXoeeqo86oUfS5m+X8UXejZGZVmPAjDsNo+1bf+6Lyh+n4gPqe5/Ru25ikG4V6N1W8Qs2+o56wUX1Kve0N67XwlrFIvsnv5a6L9ev8c72bPqVVdcaHG53Oy5/eiC+1d6znetZ7jXes53rWekzpdKXXGQ/AwrLZvyc7fO+c15+kR02A6XOCHxAc1uz6vGn8lZvl/J1q+kfPkGzlPrrbzir5W0X6hdJ6Mbed1F7BPczjO5dM8uJpr1uiudF5zmEmxjrrqYQNshE2wmdpbYCtsgy6WtFNLB+yEXbAb9sBe6u2D/XAADsFhOAJH4Rgclx/Pa95inIRXoUeb3MCGGcq3u8x57jLnFXH6ruYkUkcurPOah+hbmnsYnzNFmnsYt8JtsASWwjK4A+6F++B++LLVLs8aw7DSLAm8Al+Fr8HXYZX/O/ENeAgehtXWevK70TK3nNd8xngE+9+BR+ExeByegCfhKfgu3zrN8Rl4Fn5GC1yAF2EERmmTGGygTRphE2yGLf6E2ArboGXNjZCXPsL8PML8PML8PML8PML8PML8PML8PEJe+gh56SPkpY+Qlz5CXvoIeekj5KWPkJc+Ql76CHnpI+Slj5CXPkJe+gh56SPkpY+Qlz5CXvoIeekj5KWPkJc+Ql76CHnpI8zAI8zAI8zAI8zAI8zAI+Slj5CXPsI7mQh56SPkpY+Qlz5CXvoIeekj5KWPMIONMIONMIONMIONMIONMIONMIONMIONMIONMIONMIONkJc+Ql76CHnpI+Slj5CXPkJe+gh56SPkpY+Qlz5CXvoIeekj5KWPkJc+Ql76CHnpI+Slj5CXPoq/ovgrir+i+CuKv6L4K4q/ovgrir+i+CuKv6L4K4q/ovgrir+i+CuKv6L4K4q/ovgrir+i+CuKv6L4K4q/ovgrir+i+CuKv6L4K4q/ovgrir+i+CuKv6L4K4q/ovgrir+i+CuKv6L4K4q/ovgrir+i+CuKv6L4K4q/ovgrir+i+CuKv6L4K4q/ovgrir+i+CuKv6L4K4q/ovgrir+i+CuKv6L4K4q/ovgrir+i+CuKv6L4K4a/Yvgrhr9i+CuGv2L4K4a/Yvgrhr9i+CuGv2L4K4a/Yvgrhr9i+CuGv2L4K4a/Yvgrhr9i+CuGv2L4K4a/Yvgrhr9i+CuGv2L4K4a/Yvgrhr9i+CuGv2L4K4a/Yvgrhr9i+CuGv2L4K4a/Yvgrhr9i+CuGv2L4K4a/Yvgrhr9i+CuGv2L4K4a/Yvgrhr9i+CuGv2L4K4a/Yvgrhr9i+CuGv2L4K4a/Yvgrhr9i+CuGv2L4K46/4vgrjr/i+CuOv+L4K46/4vgrjr/i+CuOv+L4K46/4vgrjr/i+CuOv+L4K46/4vgrjr/i+CuOv+L4K46/4vgrjr/i+CuOv+L4K46/4vgrjr/i+CuOv+L4K46/4vgrjr/i+CuOv+L4K46/4vgrjr/i+CuOv+L4K46/4vgrjr/i+CuOv+L4K46/4vgrjr/i+CuOv+L4K46/4vgrjr/i+CuOv+L4K46/4vgrjr/i+CuOv+L4K4G/Evgrgb8S+CuBvxL4K4G/Evgrgb8S+CuBvxL4K4G/Evgrgb8S+CuBvxL4K4G/Evgrgb8S+CuBvxL4K4G/Evgrgb8S+CuBvxL4K4G/Evgrgb8S+CuBvxL4K4G/Evgrgb8S+CuBvxL4K4G/Evgrgb8S+CuBvxL4K4G/Evgrgb8S+CuBvxL4K4G/Evgrgb8S+CuBvxL4K4G/Evgrgb8S+CuBvxL4K4G/Evgrgb8S+CuBvxL4K4m/kvgrib+S+CuJv5L4K4m/kvgrib+S+CuJv5L4K4m/kvgrib+S+CuJv5L4K4m/kvgrib+S+CuJv5L4K4m/kvgrib+S+CuJv5L4K4m/kvgrib+S+CuJv5L4K4m/kvgrib+S+CuJv5L4K4m/kvgrib+S+CuJv5L4K4m/kvgrib+S+CuJv5L4K4m/kvgrib+S+CuJv5L4K4m/kvgrib+S+CuJv5L4K4m/kvgrib+S+CuJv5L46xJPIpfIGn2JZ5BLZI2+xDPIJTJFXyJT9CXWmC6RKfoSmaIvkSn6EpmiL5Ep+hKZoi+RKfoSmaIvkSn6EvkoLpEp+hIrp5dYM71EpuhLrARdYiXoEpmiL5Ep+hKZoi+RKfoSmaIvkSn6EpmiL5Ep+hKZoi+RKfoSmaIvsUZziTWay6i7jLrLqLuMustkw76MxstovIzGy2i8jMbLaLyMxstovIzGy2i8jMbLaLyMxstovIzGy2i8zOrwZZReRulllF5G6WWUXkbpZZReRulllF5G6WWUXkbpZZReRulllF5G6WWU1qC0BqU1KK1BaQ3Zv2vQW4PeGvTWoLcGvTXorUFvDXpr0FuD3hr01qC3Br016K1Bbw16a9Bbg94a9Nagtwa9NeitQW8NemvQW4PeGvTWoLcGvTXorUFvDXpr0FuD3hr01qK3Fr216K1Fby16a9Fbi95a9Naitxa9teitRW8temvRW4veWvTWorcWvbXorUVvLXprUVqL0lqU1qK0FqW1KK1FaS1Ka1Fai9JalNaitBaltSitRWktSmtRWovSP2qEPCRm+gnR/iv3R42QSbHYLxBD8CXffmcf9ovESljlv+XUkeu7jlzfdeT6riPXdx3/aKgj13cdub7ryPJdR5bvOrJ815HHvo7/edWR67uOXN915PquI9d3Hbm+68j1XUeu7zpyfdeR67uOXN915PquI9d3Hbm+68j1XUeu7zpyfdeR67uOXN/12FyPzfXYXI/N9dhcj8312FyPzfXYXI/N9dhcj8312FyPzfXYXI/N9dhcj8312FyPzfXYXI/N9dhcj8312FyPzfXYXI/N9dhcj80N2NyAzQ3Y3IDNDdjcgM0N2NyAzQ3Y3IDNDdjcgM0N2NyAzQ3Y3IDNDdjcgM0N2NyAzQ3Y3IDNDdjcgM0N2NyAzQ3Y3IDNDdjcgM2N2NyIzY3Y3IjNjdjciM2N2NyIzY3Y3IjNjdjciM2N2NyIzY3Y3IjNjdjciM2N2NyIzY3Y3IjNjdjciM2N2NyIzY3Y3IjNjdjciM1N2NyEzU3Y3ITNTdjchM1N2NyEzU3Y3ITNTVjbhLVNWNuEtU1Y24S1TVjbhLVNWNuEtU1Y24S1TVjbhLVNWNuEtU1Y24S1TVjbTLbhZrINN/P2r5m3f81kG24mz3AzGYabyTDczHu5Zt7LNfNerpn3cs28l2vmvVwzb8+aySTcTCbhZjIJN/M+qpn3Uc1kD24O/Aa+C9+Dn3H9BXgRWq7gFuxswc4W7GzBzhbsbMHOFixswcIWLGzBwhYsbMHCFixswcIWLGzBwhYsbMHCFixswcIWLGzBwhYsbMHCFixswcIWLGzFwlYsbMXCVixsxcJWLGylJVuxsxU7W7GzFTtbsbMVO1uxsxU7W7GzFTtbsbMVO1uxsxU7W7GzFTtbsbMVO1uxsxU7W7GzDTvbsLMNO9uwsw0727CzDTvbsLMNO9uwsw0727CzDTvbsLMNO9uwsw0727CzDTvbsLMNO9uwsw0727CzDTvbsLMNO9uw0yWfoUs+Q5d8hi75DF3yGbrkM3TJZ+iSz9Aln6FLPkOXfIYu+Qxd8hm65DN0yWfoks/QJZ+hSz5Dl3yGLvkMXfIZuuQzdMln6JLP0CWfoUs+Q5d8hi75DF3yGbrkM3TJZ+iSz9Aln6FLPkOXfIYu+Qxd8hm65DN0yWfoks/QJZ+hSz5Dl3yGLvkMXfIZuuQzdMln6JLP0CWfoUs+Q5d8hi75DF3yGbrkM3TJZ+iSz9Aln6FLPkOXfIYu+Qxd8hm65DN0yWfoks/QJZ+hSz5Dl3yGLvkMXfIZuuQzdMln6JLP0CWfoUs+Q5d8hi75DF3yGbrkM3TJYeiSw9Alh6FLDkOXHIYuOQxdchi65DB0yWHoksPQJYehSw5DlxyGLjkMXXIYuuQwdMlh6JLD0CWHoUsOQ5cchi45DF1yGLrkMHTJYeiSw9Alh6FLDkOXHIYuOQxdchi65DB0yWHoksPQJYehSw5DlxyGLjkMXXIYuuQwdMlh6JLD0CWHoUsOQ5cchi45DF1yGLrkMHTJYeiSw9Alh6FLDkOXHIYuOQxdchi65DB0yWHoksPQJYehSw5DlxyGLjkMXXIYuuQwdMlh6JLD0CWHoUsOQ5cchi45DF1yGLrkMHTJYeiSw9Alh6FLDkOXHIYuOQxdchi65DB0yWHoksPQJYehSw5DlxyGLjkMXXIYuuQwdMlh2E4OvXZ+T9tODr12/t3ZTg69dnLotZNDr50ceu3k0Gsnp0E7WSbayaHXTg69dn4x284vZtv5xWw7v5htJ4deOzn02vl9bDs59NrJoddODr12fr/azu9X2/n9aju/X23n96vt/O+ynf9dtvO/y3b+d9lODr12cuh1oKUDLR1o6UBLB1o60NKBlg60dKClAy0daOlASwdaOtDSgZYOtHSgpQMtHWjpQEsHWjrQ0oGWDrR0oKUDLR1o6UBLB1o60NKBlg60dKClAy2daOlESydaOtHSiZZOtHSipRMtnWjpREsnWjrR0omWTrR0oqUTLZ1o6URLJ1o60dKJlk60dKKlEy2daOlESydaOtHSiZZOtHSipRMtnWjpREsXWrrQ0oWWLrR0oaULLV1o6UJLF1q60NKFli60dKGlCy1daOlCSxdautDShZYutHShpQstXWjpQksXWrrQ0oWWLrR0oaULLV1o6UJLF1q60NKNlm60dKOlGy3daOlGSzdautHSjZZutHSjpRst3WjpRks3WrrR0o2WbrR0o6UbLd1o6UZLN1q60dKNlm60dKOlGy3daOlGSzdautHSjZZutPSgpQctPWjpQUsPWnrQ0oOWHrT0oKUHLT1o6UFLD1p60NKDlh609KClBy09aOlBSw9aetDSg5YetPSgpQctPWjpQUsPWnrQ0oOWHrT0oKUHLb3keuol11MvuZ56yfXUS66nXnI99ZLrqZdcT73keuol11MvuZ56yfXUS66nXnI99ZLrqZdcT73keuol11MvuZ56yfXUS66nXnI99ZLrqZdcT73keuol11MftvVhWx+29WFbH7b1YVsftvVhWx+29WFbH7b1YVsftvVhWx+29WFbH7b1YVsftvVhWx+29WFbH7b1YVsftvVhWz+29WNbP7b1Y1s/tvVjWz+29WNbP7b1Y1s/tvVjWz+29WNbP7b1Y1s/tvVjWz+29WNbP7b1Y1s/tvVjWz+29WPbALYNYNsAtg1g2wC2DWDbALYNYNsAtg1g2wC2DWDbALYNYNsAtg1g2wC2DWDbALYNYNsAtg1g2wC2DWDbALYNYNvnmj32ifac+7lqnHS+0Gz5dfFh/2/Exf5z4lJ/i+3ywvFy/7S4Aj7ubxdXaa7yhea3xhyuyed4teaWX2hOa8dr/N3i0/574lpF6Bea074irvcP2T9P/P3iRj8sPuNXiFv9OnGb/0exzH9L3OH/L3Enx7s43u0fEysUy19o1mqcxaqvjZqtGdNF20Gk0Bkkd98gufsGyd03yCgxSO6+QXL3DZK7b5DcfYOMDIPk7hskd98gufsGyd03SO6+QXL3DZK7b5DcfYPk7hskd98gufsGyd03SO6+QXL3DZK7b5DcfYPk7htkZBhkZBhkZBhkZBgkd98gufuGyLQ2RHa7IfrSENnthshuN0R2uyEyrQ2R3W6I7HZDZFobIrvdENnthshuN0R2uyGy2w2R3W6I3H1D5O4bIsfdEDnuhshxN0SOuyFy3A2R426ITGtD5LgbIsfdEDnuhshxN0SOuyFy3A2R426IHHdD5LgbItPaEJnWhsi0Noy6YdQNo24YdcOoG0bdMOqGUTeMumHUDaNuGHXDqBtG3TDqhlE3jLph1A2jbhh1w6gbRt0w6oZRN4y6YdQNo24YdcOoG0bdMOqGUTeMumHUDaNuGHXDqBtB3QjqRlA3groR1I2gbgR1I6gbQd0I6kZQN4K6EdSNoG4EdSOoG0HdCOpGUDeCuhHUjaBuBHUjqBtB3QjqRlA3groR1I2gbgR1I6gbQd0I6kZQN4K6EdSNom4UdaOoG0XdKOpGUTeKulHUjaJuFHWjqBtF3SjqRlE3irpR1I2ibhR1o6gbRd0o6kZRN4q6UdSNom4UdaOoG0XdKOpGUTeKulHUjaJuFHWjqBtF3SjqxlA3hrox1I2hbgx1Y6gbQ90Y6sZQN4a6MdSNoW4MdWOoG0PdGOrGUDeGujHUjaFuDHVjqBtD3RjqxlA3hrox1I2hbgx1Y6gbQ90Y6sZQN4a6MdSNoW4MdeNkqBsnQ904b93HyVA3Toa6cTLUjZOhbpwMdeNkqBsnQ904GerGyVA3Toa6cTLUjZOhbpwMdeNkqBsnQ90EdU1Q1wR1TVDXBHVNUNcEdU1Q1wR1TVDXBHVNUNcEdU1Q1wR1TVDXBHVNUNckdU1S1yR1TVLXJHVNUtckdU1S1yR1TVLXJHVNUtckdU1S1yR1TVLXJHVNUtdV6rpKXVep6yp1XaWuq9R1lbquUtdV6rpKXVep6yp1XaWuq9R1lbquUtdV6rpKXVPkLpsid9kUucumyF02Re6yKXKXTZG7bIrcZVPkLpsid9kUucumyF02Re6yKXKXTZG7bIrcZVPkLpsid9kUucumyF02Re6yKXKXTZG7bIrcZVPkLpsid9kUeRimyF02Re6yKXKXTZG7bIrcZVPkLpsid9kUucumyF02Re6yKXKXTbOqPs2q+jSr6tOsqk+zqj7Nqvo0q+rTrKpPs6o+zar6NKvq086jzkfiE/B7zm/F78OVnLEV9mlnnZMjrtdV084GuNHJF3/ovM8vg/9JLHAOi885p8Xtzkmx2EmIQY5DHP/UeUO0f9BOO3vhfs0Dpp0XNTObdl5yPhXDTq1YCaucGfE0ltShoh42wEbYBF202Ir8NCvy06y8T7PyPs3K+zQr79OsvE+z8j7Nyvs0K+/TrLxPs/I+zcr7NCvv06y8T7PyPs3K+zQr79OsvE+z8j7Nyvs0K+/TrLxPs/I+zcr7NCvv06y8T7PyPs3K+zQr79OsvE+z8j4d6FLL/0k9dlC8W73uT+q3reICxcWfyM34J/XbLjFLs98/qceOiIV6UvuTeqyxRPPSP6nHGndzZi/H+xULf1KPtesjlB+FMRiHCZiELuVPc+xZ7QHLRfYn9VVjhVmlNrHzB2EYVtu3pP2Cc43V2Gusxl5jNfYaq7HXWI29xmrsNVZjr7Eae43V2Gusxl5jNfYaq7HXWI29xmrsNVZjr7Eae43V2Gusxl5jNfYaq7HXWI29xjrsNVZgr7ECe40V2GuswF5jBfYaK7DXWIG9xgrsNVZgr7ECe40V2GuswF5jBfYaK7DXWIH9M237Z41aQ6L9U/vPrCX9mZx+/06+/X8n3/6/k2//38m3/+/k27+ucckVv6EWu67INd4D58E0mA4z4AL/J6I9s19XH9giLvRfFbP8H4qWTf062dSv6+ljXFzG8XL/D+JjcAXM4XwuzIOruf5pjZzX9awxIq7TyHldzxr/KG70fyz+0M8Tn/Vzxe3+arEYBmEIlvmXxZ2w3H9RrMDCPfD5//DEl/wcMcz1lfA1an8dVvnZYh1662EDbIRNsJkWaIGtsA26tEMvivpgPxyAQ3AYjsBROAbHUT0BJ+FVOIV2j5a/QS03sfMWvC2/Xyc//HU9SVnbfm1UrzOmw/nWqup7xiwrM7AJ2pPsdY1Fxq1wGyyBpbAM7oB74T64H75sVinujGFo71Ku8y7lOu9SrvMu5TrvUq5rpJIXNFIZD8HDsNraTdFqtHz118lXf5189dfJV3+dfPXXyVd/nXz118lXf5189dfJV3+dfPXXFR2mNAYbUNoIm2AzbLF+pTHQ2AZd2G6trTHwx06K6EgRHSmiI0V0pIiOFNGRIjpSREeK6EgRHSmiI0V0pIiOFNGRIjpSREeK6EgRHSmiI0V0pIiOFNGRIjpSREeK6EgRHSmiI0V0pIiOFNGRIjpSREeK6EgRHSmiI0V0pIiOFNGRIjpSREeK6EgRHSmiI0V0pIiOFNGRIjpSREeK6EgRHSmiI0V0pIiOFNGRIjpSREeK6EgRHSmiI0V0pIiOFNGRIjpSREeK6EgRHSmiI0V0pIiOFNGRIjpSREeK6EgRHSmiI0V0pIiOFNGRIjpSREeK6EgRHSmiI0V0pIiOFNGRIjpSREeK6EgRHSmiI0V0pIiOFNGRIjpSREeK6EgRHSmiI0V0pIiOFNGRIjpSREeK6EgRHSmiI0V0pIiOFNGRIjpSREeK6EgRHSmiI0V0pIiOFNGRIjpSREeK6EgRHSmiI0V0pIiOFNGRIjpSREeK6EgRHSmiI0V0pIiOv2hu8Ll4r2aqf1HP/1LM5Mwiv0nMUvl/0Wx2QrT/hf2F/4X9hf+F/UXzhC6xCJbIqr9onmA8zacRyonCGIzDBExCl/K/0LPNX3R3OyROc94zSwJ/ZeUE5jrvit/heB78EdxsV2r+YKww++Up+9ZBGIbVVr7a3PiWqdBc1/hL+L5zUfzAeUv80Pm/4r9S8u/g7+EF5wdij+ahX/E/9K/Yrf4rRbpxBbQd6r9ih/qv2KH+K3ao/4rd5L9iN/mv2E3+K3aT/4rd5L9iN/mv2E3+K3aB/4pd4L9iF/iv2AXeY/93j/3fPfZ/99j/3WP/d4/93z32f/fY/91j/3eP/d899n/32P/dY/93j/3fPfZ/99j/3WP/d4/93z32f/fY/91j/3eP/d899n/32P/dY/93j/3fPfZ/99j/3WP/d4/93z32f/fY/91j/3eP/d899n/32P/dY/93j/3fPfZ/99j/3WP/d4/93z32f/fY/91j9dxj/3eP1XOP/d899n/32P/dY/93j/3fPfZ/99j/3WP/d4/93z32f/fY/91j/3eP/d899n/32P/dY/93j/3fPfZ/99j/3WP/d4/93z32f/fY/91j/3eP/d899n/32P/d05ztX8Qv9DTjqW+/JQ7SSkN8OgxH4Cgcg+O0zASchFfhFO02jc0z1HuTlr8Fb/PpHUqYxYO2I7zHjvCeIigk2r7wHvvCe+wL77EvvMe+8B77wnvsC++xL7zHvvAe+8J77AvvsS+8x77wHvvCe+wL77EvvMe+8B77wnvsC++xL7zHvvAe+8J77AvvsS+8x77wHvvCe+wL77EvvMe+8B77wnvsC++xL7zHvvAe+8J77AvvKX5/IX7gHBE/dP67+BEaP4afwNOUcAaehZ9y/pztr8BO8R47xXvsFO+xR7zHHvEee8R77BHvsUe8xx7xHnvEe+wR77FHvMce8R57xHvsEe+xR7zHHvEee8R77BHvaSQpd27wG54b/IbnBr/hucFveG7wG54b/IbnBr/eucGvd27w650b/HrnBr/eucGvd27w650b/HrnBr/eucGvd27w650b/HrnBr/eucGvd27w650b/HrnBr/eucGvd27w650b/HrnBr/emWFdb4ZZ0AzrejO8sZ9hXW+Gdb0Z1vVmWNebYV1vhnW9Gd7ez7CuN8O63gxziRnmEjPMJWaYS8ywrjdDTuYZRcpr4pd6up9hpW+GmcCMeu+Loq33zbDeN8N63wx34RnuwjPchWe4C89wF57hrf4Mb/VneKs/w1v9Gdb7Zljvm1H/UV3qP78UP3SqxR7nR85N2fPX4hdOlfilzt+UDYXi+8474gf2j25d/5bY4/zQucMa0x3eT95hjekOa0x3WGO6wxrTHdaY7rDGdIc1pjusMd1hjekOa0x3WGO6wxrTHdaY7rDGdIc1pjusMd1hjekOa0x3WGO6wxrTHdaY7rDGdIc1pjusMc2y39ksO1PMst/ZLPudzbLf2Sz7nc2y39ks+53Nst/ZLPudzbLf2Sz7Tcyy38Qs+03Mst/ELPtNzLLfxCz7nc2y38QsuZhm2Wlilp0mZtnvbJb9zmZtv7PAHPvHtO7uC/z7xAf9UTHT/4WoPiZm+U+IGnnEcv8zcb/fJapfiS9xfRWfNnPcAlthG3QpwaP8G3bGVoXEgzAMKzn/CnwVvgZfh1VmifUf8RA8DKutZFsVUp8w++di/1zsn4v9c7F/LvbPxf652D8X++di/1zsn4v9c7F/LvbPxf652D8X++di/1zsn4v9c7F/LvbPxf652D8X++di/1zsn4v9c7F/LvbPxf652H+vvVUQv3R+ErjX3iqIHzj5Yo+zPHC/7XwhZvqN4kL/ipjlnxL1BCQugUv9QXEZxzkwF+bB1Xxa5neLO2G5PyJW+OPiHrjfHxNdSu7lW32wHw7AITgMR+AoHIMedt6krlvwtt8h3rFPbc8L8SAMwyrTYnk1xUPwMKw2G2x/E/EI330HHoXH4HF4Ap6Ep+BpeAZqfh74L/Tw78B5toohLvDTxEz/78SF/jFxkV8jZvkrxYf8IXGDfDfP9mkSn/NbxO3qJ/NsnyYxyHGI43L/U3Gv3ynul4/m2T5N4kuqfZ7t0yRWwiq1xjzbp0n0zAZbxRBf5vggDMMqs8r2aRIPwcOw2r5r+zSJb5mdtooh/lJMs32FxEz/LdH6f5rtKyQ+J/+m2b5C4l6u3C8L04iCNNtXSHS50rMSbF8h8SAMQ+vDafThNPpwGn04zfYVEt8U053vOUvFJ+H3nf8pXuH4c/gF/NKonm68D/4Wvg8/gB+K821/IjHTbxIXqvXm2/5Eogs9+9TytYovc3wQhmGVXW97EomH4GFYbd+1PYnEHv+VQAa1ZFBLBrVkUEsGtWRQSwblZ1B+BuVnUH4G5WdQfgblZ1B+BuVn2WqImOn/i7jQPydm+ZvE7ym6s9Q+xnL1hyxbGRFfVAlZtjISsL2q7cwXjpXzpXNB9Kw0tZu+ZSsm4kEYhlVWvq2YiIfgYVhtpdmKifi+84H4gVMrfuj8s3jO+bnY4/wu8KR69W/FEAz7/yxWiivVc4bFYvWflfrUWO7/OmA7M/aIL6qHr1Q//1wMK1JW6ltjgVW60w0GbAfD1oDtWjgesF0L+/WsWOj/q1gES/x3xVLxb9VWO8VM/4K4UN/6W7XVQXGdSvtbPacMi9tV5t/KEjsT5DjEscuVU1zjWTlqH+NBGIZVVqbax3gIHobV9l21j7HdStBccTiwCd9twneb8N0mfLcJf23CX5vw1yb8tQnvbMIvm/DLJvyyCb9swi+b8Msm/LIJv2zCL5vtH5TiN1TvZlvrEe+B82AaTIcZcIH/czFTo8FmW+sRs/y/F5crrjfbPyjFFfBpadxs/6AU1/tt4kaNVJvtH5SW58U/IW73fyUW+yfFIMchjsv9I+JLXBPmfCWs8t8Q67CkHjbARtgEXeyZoi4Pa2ex52uj/YNSTIfzzUJbxxGtp222dRxxK9wGS2ApLIM74F64D+6HL1tdto4jhmGVtY+t44iH4GFYbRbaOo4YpfYYbLFWsnUcsQ26sN202DpOoAB/FeCvAvxVgL8K8FcB/irAXwX4qwB/FeCvAvxVgL8K8FcB/irAXwX4qwB/FeCvAvxVgL8K8FcB/irAXwX4qwB/FeCvAvxVgL8K8FcB/irAXwX4qwB/FeCvAvxVgL8K8FcB/irAXwX4qwB/FeCvAvxVgL8K8FcB/irAXwX4qwB/FeCvAvxVgL8K8FcB/irAXwX4qwB/FeCvAvxVgL8K8FcB/irAXwX4qwB/FeCvAvxVgL8K8FcB/irAXwX4q9BW3MS7dX8vtBW3gO190x+wvW+uiIs0G7S9by6IW3Q3L7QVN7EI7ob7dZcstPU1MUJpURiDcZiASehS2jTHntVl62tiAawwG2x9LWA70RjDsNq+ZetrgSJsLsLmImwuwuYibC7C5iJsLsLmImwuwuYiWyUUS+Fuzuzl2FQUoaIIFUWoKEJFESqKUFGEiiJUFKGiCBVFqChCRREqilBRhIoiVBShoggVtt/NSMD2uzEug8tlyXZbJRRXwBzO58I8+LRGdduJxo77YD8cgENwGI7AUTgGb0uv7TWjY1sfFDPgEc68A4/CY/A4PAFPwlPwNDwDz8Io5cTEYnQVo6sYXcVoKUZLMVqK0VKMlmK0FKOlGC3FaClGSzFaitFSjJZitBSjpRgtxfZ/W/Fro61+iunQNBajsRiNxWgsRmMxGovRWIzGYjQWo7EYjcVoLEZjMRqL0RhEYxCNQTQG8V0Q3wXRG0RvEL1B9AbRG0RvEL1B9AbRG0RvEL1B9AbRG0RvEL1B9AbRG0RvEKVBlAZRGkRpEKVBlAZRGkRpEKVBlAZRGkRpEKVBlAZRGkRpCKUhlIZQGkJXCF0hdIXQFUJXCF0hdIXQFUJXCF0hdIXQFUJXCF0hdIXQFUJXCD+GUBdCXQh1IdSFUBdCXQh1IdSFUBdCXQh1IdSFUBdCXQh1IdTZ/hoTAdsvQ1RsGt8USzlfyvlSzpdyvozzZZwv43wZ53dwfgfnd3B+B+d3O486j4tPwJXwNLzitAQsD39pYLftEyfOhd+B8+CPoD3t7ta8dLv4r5z5Hfw9POf8WLzofE/scX4RKLcdFsTHdQcpd9ZwfFttWB5Is2PbfUb8DXwXvgc/49ML8CKMiBWUVmGZaUUrs8Kyzoor4Ro+Pc3xFadd/NL2YKDGCsu5Ks6F34HzoFlSYflURbOnAnsqsKcCeyosx6n4gdqnwnKcir+Dv4fnnM3iZ5RzAV50skVstlyjgZ9pBvJv4jfhPXAeTIPpMAMuhkvgUs1gf6Z+bsfLNYf/mSLauALmcD4X5sHVXP+0nrN+5qzVCP8zzU9+K67nzEbN3n/mlHHNTljBNXvga7L2Z7bKKdZRWj1sgI2wCfbCPtgPB+AQHIYjcBSOwXFqmYCT8Cqcwqqb2HML3taT788Ug/atWZR+bVQMGtPhfFOkGDRmWTmBTfA5+5bmOcatcBssgaWw7P8v6V6D47rP+44vak/6IlM3E0f21FXCxIlsWU4ziSVZ9shxnHjSNo09E9uy5MTWxVal8jQV4F2T1DnCheccHmEFkRSApCIZW7ABECBA3CS1nWmnNi4EQJCELqlt3S8v9LKsJXnGr93t8//0zXd2ltj/83ue/++HXS52/wfvwQewHwfwUTyOJ/AkPobjOIGTeBbncB5XqVrDdao2cBO38IJ/3cYd3MWLaRrxWuh038H09/fgr8TPH0x/fw/+Kr4ffwOvwQ/ih3pfDP7L+E2SzuS/rS+dyT/Ul07j/7NgevfpoHefDqa/vwc/6vb1vf8R/BjegDe6/ya8GW/x87fG/4YOpr+/B/84/jd0MP39Pfi53heCf9a7Ofj53k3Bv+7d0pfO/0/8On4D7+791+A38b5eO3g/hQfxb//v1WCnd2Ow8PMP4bDqI3i094ngD/X7I1zHDdzELRO4gNu4g7vm8IyOnsXn8Hl8AV/El/BlfAVf1fVr+Dq+gW/q/arJ/x9V3qbzHXw3Xocf9H7awfT39+AvE9Pf34PX4AfSVNPf34MH0prp7+/Br6Re0t/fg1/F2/FOvAvvxnvwAezHAXwwqUp/f+9LV1hITP/fP5je+Q8O4TCO4NG0C+nv733p+guJNR5Lc0t/fw+m9/cOen/voPf3Dnp/76D39w56f++g9/cOen/voPf3Dnp/76D39w6mv78H13Bdpxu4iVt4Ifkq/f09uIO7eDFNO/39vS+Tjkw6MunIpCOTjkw6MunIpCOTjkw6MunIpCOTjkw6MunIpCOTjkw6MunIpCOTjkw6MunIpCOTjkw6MunIpCOTjkw6MunIpCOTjkw6MunIpCOTjkw6MunIpCOTjkw6MunIpCOTjkw6MunIpCOTjkw6MunIpCOTjkw6MunIpCOTjkw6MunIpCOTjkw6MunIpCOTjkw6MunIpCOTjkw6MunIpCOTjkw6MunIpCOTjkw6MunIpCOTjkw6MunIpCOTjkw6MunIpCOTjkw6MunIpCOTjkw6MunIpCOTjkw6MunIpCOTjkw6MunIpCOTjkw6MunIpCOTjkw6MunIpCOTjkw6MunIpCOTjkw6MunIpCOTjkw6MunIpCOTjkw6MunIpCOTjkw6MunIpCOTjgfSWRzB98bz0QPpLI7gh+J/ow+ksziCv9V7JnigtxK8rfdy8I7o8YF0Fkfw3ni99ED6FGWw7V9XrLaKa/gkPoVP467V3nL7aqqVTuQIfhnvTxrSiRzBHAs8lh6VTuTo66e5n+Z+mvtp7qe5n+Z+mvtp7qe5n+Z+mvtp7qe5n+Z+mvtp7qe5n+Z+mvtp7qe5n+Z+mvtp7qe5n+Z+mvtp7qe5n+YBmgdoHqB5gOYBmgdoHqB5gOYBmgdoHqB5gOYBmgdoHqB5gOYBmgdoHqB5gOYBmgdoHqB5gOYBmgdoHqB5gOYBmgdo/nYofC14be+nwQO99b50lYfE6/Aj4cN0lYd0+0a8CW/GW/zrraE8Xanhlb50pYZ0+3PWvDu6+Hb8Bkvc9fPP4LP4HD6PL+CL+BK+jK/gq1Z+DV/HN/BNVa7i25S8g+/2/mdfutpCPDZ+Y4SedFJxX7piQjwqfmMkPpgeFTNJLPCYn2/wUTyOJ/AkPobjOIGTeBbncB5XVVzDdRU3cBO38KK6e8G2XWjbhbZdaNuFtl1o24W2XWjbhbZdaNuFtl1o24W2XWjbhbZdaNuFtl1o24W2XWjbhbZdaNuFtl1o24W2XWjbhbZdaNuFtl1o24W2XWjbhbZdaNuFtl1o24W2XWjbhbZdaNuFtl1o24W2XWjbhbZdaNuFtl1o24W2XWjbhbZdaNuFtl1o24W2XWjbhbZdaNuFtl1o24W2XWjbhbZdaNuFtl3o2IWOXejYhY5d6NiFjl3o2IWOXejYhY5d6NiFjvl3TL5j8h2T75h8x+Q7Jt8x+Y7Jd0y+Y/Idk++YfMfkOybfMfmOyXdMvmPyHZPvmHzH5Dsm3zH5jsl3TL5j8h2T75h8x+Q7Jt8x+Y7Jd0y+Y/Idk++YfMfkOybfMfmOyXdMvmPyHZPvmHzH5Dsm3zH5jsl3TL5j8h2T/076TGDw+vg9+Z30mcDgDXhr/B77TvpMYPBP/Mzn4vn6O+kzgcFfuP+XiekzgcFr8APpUekzgcFVXMOL6VHpM4F9h1Q8pOIhFQ+peEjFQyoeUvGQiodUPKTiIRUPqXhIxUMqHlLxkIqHVDyk4iEVD6t4WMXDKh5W8bCKh1U8rOJhFQ+reFjFwyoeVvGwiodVPKziYRUPq3hYxcMqHlHxiIpHVDyi4hEVj6h4RMUjKh5R8YiKR1Q8ouIRFY+oeETFIyoeUfGIikdUfDB90jL4nt53gu/t/WXwV2L9B9MnLYO/iu/rlcH3u/0beA1+EH+n97vBD+Pv9f558Dr8SO/9wY+6fX3v74Ifwxvw471fD/5R75PBT+CNfvImvBk/6f5brPMptz+tyq294eBnev86+Me9rwY/G/8jeDB90jL4ud4dwT/1r19p3RS8rfdQ8Ku9J4K39/4heEe89nswfd4y+DetTwS/gXfq9C68u3dP8J7e3wa/6fa33L7Xv97X+rPg/b3R4EF8oPXF4EDrC8F26y+CndYf9KWrrNzYl64NkjjYuxIc6j0dPNr6q+CKya/iGj6JT+HT+ENz/hGu4wZu4kUz2cNLeBmv4D4+Y57P4nP4PP7UVF9w+0V8CV/GV/BVk3wNX8c38E1zfovCn6nytp16B9/1rz+3wi/s+C8T0yczg7+W6qbPZAavcc8H0p6mz2QGD6T102cyg19K66fPZAbTJ4seTJ/JDH4Vb8c78S68G+/B+9NOpc9kBvtxAB9RdwwfTQrTZzKDJ/AkPobjOIGT+HjybfpMZvA0nsFpHc3gLJ7183M4j+fcv4CLeJ6GJVzGFVw1hzVcN4cN3MQtvJA8nz6HGdzBXbyYJp8+hxm85Ccv4xXcj7q51OdSn0t9LvW51OdSn0t9LvW51OdSn0t9LvW51OdSn0t9LvW51OdSn0t9LvW51OdSn0t9LvW51OdSn0t9LvW51OdSn0t9LvW51OdSn0t9LvW51Oetz7d+P/iVSHQu+7ns57Kfy34u+3nrr1vXBe/U6V2YUp9LfS71udTnUp/Ley7veeQ9VRnANnZaNwRTxnMZzyPjfxhcMedVXMMn8Sl8Gn9oqj/CddzATbxoAnt4CS/jFdzHZ0zvWXwOn8efmuELbr+IL+HL+Aq+am6v4ev4Br5pqm9R+DNV3rYv7+C7/vXnVviF/U0Zz2U8l/FcxnMZz2U8l/FcxnMZz2U8l/FcxnMZz2U8l/FcxnMZz2U8l/FcxnMZz2U8l/FcxnMZz2U8l/FcxnMZz2U8l/FcxnMZz2U8l/FcxnMZz2U8l/FcxnMZz2U8l/FcxnMZz2U8l/FcxnMZz2U8l/FcxnMZz2U8l/FcxnMZz2U8l/FcxnMZz2U8l/FcxnMZz2W8kPFCxgsZL2S8kPFCxgsZL2S8kPFCxgsZL2S8kPFCxgsZL2S8kPFCxgsZL2S8kPFCxgsZL2S8kPFCxgsZL2S8kPFCxgsZL2S8kPFCxgsZL2S8kPEiMn5XXyHdhXQX0l1IdyHdRaT79uDX8U6d3oUp44WMFzJeyHgh44WMFzJexHP3vwk+hCnXhVwXEl1IdCHRhUQXEl1IdCHRhUQXEl1IdCHRhUQXEl1IdCHRhUQXEl1IdCHRhUQXEl1IdCHRhUQXEl1IdCHRhUQXEl1IdCHRhUQXEl1IdCHRhUQXEl1IdCHRhUQXEl1IdCHRhUQXEl1IdCHRhUQXEl1IdCHRhUQXEl1IdCHRhUQXEl1IdCHRhUQXEl1IdCHRhUQXEl1IdCHRhUQXEl1IdCHRhUQXEl1IdCHRhUQXEl1IdCHRhUQXEl1IdCHRhUQXEl1IdCHRhUQXEl1IdCHRhUQXEl1IdCHRhUQXEl1IdCHRhUQXEl1IdCHRhUQXEp2uNLfdl6409+Pg78Qr+YfStyeCH3fPp3sv9qXrx73el64H90rwon/dw0t4Ga/gPv4M3+291PdQ+g5FX7oKW6yWvkMRHMPH3XMKT+MZPO/nl3AZV4KDdA7SOUjnIJ2DdA7SOUjnIJ2DdA7SOUjnIJ2DdA7SOUjnIJ2DdA7SOUjnIJ2DdA7SOUjnIJ2DdA7SOUjnIJ1DdA7ROUTnEJ1DdA7ROUTnEJ1DdA7ROUTnEJ1DdA7ROUTnEJ1DdA7ROUTnEJ1DdA7ROUTnEJ1DdA7ROUTnEJ3DdA7TOUznMJ3DdA7TOUznMJ3DdA7TOUznMJ3DdA7TOUznMJ3DdA7TOUznMJ3DdA7TOUznMJ3DdA7TOUznMJ0jdI7QOULnCJ0jdI7QOULhCIUjFI5QOELhCIUjFI5QOELhCIUjFI5QOELhCIUjFI5QOELhCIUjFI5QOELh0Xg2nAm+t/ft4PviN/zR0Plw8MP4e+65Dj/SOxn8qNvX954JfgxvwI/3xoJ/1JsLfgJv9JM34c34SfffYp1Puf3p3vHgrb1Lwc/01oJ/Et0djWe0/xK8rffd4B297wW/hnf2fhC8C+/2M/f0/jH4Tbe/5fa9HnUwdv9oPEP9OLiix1VcwyfxKXwaL+p3Dy/hZbyC+/iMLp7F5/B5/KleXnD7RXwJX8ZX8FXdvYav4xv4luo/s/7bJvMOvts7Gvy5x/7ChH+ZGM87ib+WKoYHYnrxvJPu+UCaYTzvJB5IK8fzTuKX0vrxvJOYnsePhluiVrgl8VH3HMcTeBIfw3GcwEl8PO1yuCvxNJ7BaXpmcBbP+vk5nMdz7l/ARTxP/xIu4wqu6mIN13WxgZu4hZfSjsczQuIV3I81S34u+bnk55KfS34u+bnk55KfS34u+bnk55KfS34u+bnk55KfS34u+bnk55KfS34u+bnk55KfS+9jl1xdcnXJ1SVXl1xdcnXJ1SVXl1xdcnXJ1SVXl/FKLK12EJO3S94uebvk7ZK3S94uebvk7ZK3S94uebvk7ZK3S94uebvk7ZK3S94uebvk7ZK3S94uebvk7ZK3S94uebvk7ZK3S94uebvk7ZK3S94uebvk7ZK3S94uebvk7ZK3S94uebvk7ZK3S94uebvk7ZK3S94uebvk7ZK3S94uebvk7ZK3S94uebvk7ZK3S94uebvk7ZK3S94uebvk7ZK3S94uebvk7ZK3S94uebvk7ZK3S94uebvk7ZK3S94uebvi7Yq3K96ueLvi7Yq3K96ueLvi7Yq3K96ueLvi7Yq3K96ueLvi7Yq3K96ueLvi7Yq3K96ueLvi6oqrK66uuLri6oqrK66uuLri6oqrK66uuLri5IqTK06uOLni5IqTK06uOLni5IqTK06uOLni5IqTK06uOLni5IqTK06uOLni5IqTK06uOLni5IqTK06uOLni5IqTK06uOLni5IqTK06uOLni5IqTK06uOLni5IqTK06uOLni5IqTK06uOLni5IqTK06uOLni5IqTK06uOLni5IqTK06uOLni5IqTK06uOLni5IqTK06uOLni5IqTK06uOLni5IqTK06uOLni5IqTK06uOLni5IqTK06uObnm5JqTa06uObnm5JqTa06uObnm5JqTa06uObnm5JqTa06uObnm5JqTa06uObnm5JqTa06u/Zau+bnm55qfa36u+bnm55qfa36u+bnm55qfa36u/Zau/Zauebvm7Zq3a96uebvm7Zq3a96uebvm7Zq3a96uebvm7Zq3a96uebvm7Zq3a96uebvm7Zq3a96uebvm7Zq3a96uebvm7Zq3a96uebvm7Zq3a96uebvm7Zq3a96uebvm7Zq3a96uebvm7Zq3a96uebvm7Zq3a96uebvm7Zq3a96uebvm7Zq3a96uebvm7Zq3a96uebvm7Zq3a96uebvm7Zq3a96uebvm7Zq3a96uebvm7Zq3a96uebvm7Zq3j6WrXQTf0/uPwff2PhX8ld5K8J/ir+L7elnw/W7/Bl6DH8R/0Xs2+Du93wx+GH+v91vB6/AjvQ8HP+r29b1TwY/hDfjx+H/xsXS1i/Qta7zRT96EN+Mn3X+LdT7l9qd71wVv7U0GP9P7cvCP3f5s7++Df9L7u+Dn3P7T3sHgbb1vBr/aezJ4u37vcM/X8M7efcG7ML2zdCxd7SL4Tbe/5fa9vX8fvL93LHgQB3tLwaHe94PDva3gCB5t/UFwxTxXcQ2fxKfwafyh6f0I13EDN/GiSe7hJbyMV3AfnzGfZ/E5fB5/akovuP0ivoQv4yv4qrm9hq/jG/imub1F4f+2sz9T623zfwff7d0e/Ll1fmEff5mYrnYR/LVUPV3tIniNez6Qdidd7SJ4IFVJV7sIfilVSVe7CH4ldZ2udhH8Kt6Od+JdeDfeg/cnT6arXQT7cQC/kzSnq10ED+MRfCR1ka52EXw0KU9XuwiewJP4GI7jBE7i48ml6WoXwdN4Bqd1OoOzeNbPz+E8nnP/Ai7ieZNZwmVcwVXzWcN189nATdzCC2l30tUugju4ixdxDy8lz6erXQSv4H7UbSS9kfRG0htJbyS9kfRG0htJbyS9kfRG0htJbyS9kfRG0htJbyS9kfRG0htJbyS9kfRG0htJbyS9kfRG0htJbyS9kfRG0htJbyS9kfRG0htJbyS9kfRG0htJbyS9kfRG0htJbyS9kfRG0htJbyS9kfRG0htJbyS9kfRG0htJbyS9kfRG0htJbyS9kfRG0htJbyS9kfRG0htJbyS9kfRG0htJbyS9kfRG0htJbyS9kfRG0htJbyS9kfRG0htJbyS9kfRG0htJbyS9kfRG0htJbyS9kfRG0htJbyS9kfRG0htJbyS9kfRG0htJbyS9kfRG0htJbyS9kfRG0htJbyS9kfRG0htJbyS9kfRG0htJbyS9kfRG0htJbyS9kfRG0htJbyS9kfRG0htJbyS9kfRG0htJbyS9kfRG0htJbyS9kfRG0htJbyS9kfRG0htJbyS9kfRG0htJbyS9kfRG0htJbyS9kfRG0htJbyS9kfRG0htJbyS9kfRG0h+OVL4YvA4/Eq/rHo5UptvX9/5X8GN4A97o/pvwZrw1Xh097FNVD0fWLgU/2/tJ8HNuP+NnnsXn8Hl8AV/El/BlfAVftdpr+Dq+gW9a820K38H0/a+Hw2/pUb+g8JeJ4bfEa/ADSWF4LDF9wuphn7B6OPY6HhV7nXgCT+JjOI4TOIlncQ7ncdWaa7huzQ3cxC28kKYR+5K4g7t4MfUS+3Kpb9T8R81/1PxHzX/U/EfNf9T8R81/1PxHzX/U/EfNf9T8R81/1PxHW/f1LgQH4tX7aKvdey74jEc9i8/h8/gCvogv4cv4Cr5q/dfwdXwD31TlbZrfwbQjo3Zk1I6M2pFROzJqR0btyKgdGbUjo3Zk1I6M2pFROzJqR0btyKgdGbUjo3Zk1I6M2pFROzJqR0btyKgdGbUjo3Zk1I6M2pFROzJqR0btyKgdGbUjXTvStSNdO9K1I1070rUjXTvStSNdO9K1I914Pko/n/ala1+69qVrX7r2pWsXunahaxe6dqFrF7p2oWsXunahaxe6dqFrF7p2oWsXunahaxe6dqFrF7p2oWsXunahaxe6dqFrF7p2oWsXunahaxe6dqFrF7p2oWsXunahaxe6dqFrF7p2oWsXunahaxe6dqFrF7p2oWsXunahaxe6dqFrF7p2oWsXHklncwXTd0AeSWdzBdO5K4+ks7mCXwlXP5LO5gp+He/rLQQHPDadvvJIOpsreNTtLetcwG3cwV2rXVUrfevhkXQGVzDHAh9y/yAO4TCOYDq/5RHntzzi/JZHnN/ySDqDK9gEx/QyppcxvYzpZUwvY3oZ08uYXsb0MqaXMb2M6WVML2N6GdPLmF7G9DKmlzG9jOllTC9jehnTy5hexvQyppcxvYzpZUwvY3oZ08uYXsb0MqaXR6OXG4PXxv8lH40uloIHel8M3te6ITjQ+niw3bo+mD4P82ioSv96NT0q9CTmWODRtEJUTKywxmPpUVHxi33HVTyu4nEVj6t4PKa0GUxTOm5Kx9U6rtZxtY6rdVyt42odV+u4WsfVOq7WcbVOqHVCrRNqnVDrhJVPWPmElU9Y+YSVT1j5hJVPWPmElU9Y+YSVT1r5pJVPWvmklU/Ga8vXg6mXk3o5qZeTKp5U8aSKJ1U8qeJJFU+qeFLFkyqeVPGkio+lE9uC1/a+FfzNXh080PtQMH0f57F0Ylvw63hfPPaxdGJbcKC3E2yHksfSiW3Bovdq8CE8Gq+aHksntgWvpvXTiW3BHAs8mmqlE9uCFdZ4LD0qndjWN07bOG3jtI3TNk7bOG3jtI3TNk7bOG3jtI3TNk7bOG3jtI3TNk7bOG3jtI3TNk7bOG3jtI3TNk7bOG0TtE3QNkHbBG0TtE3QNkHbBG0TtE3QNkHbBG0TtE3QNkHbBG0TtE3QNkHbBG0TtE3QNkHbBG0TtE3QNknbJG2TtE3SNknbJG2TtE3SNknbJG2TtE3SNknbJG2TtE3SNknbJG2TtE3SNknbJG2TtE3SNknbJG2Ph7bPB6+N/089Htp2gwd6neB9vZeDu25fTT8T6yfmWODR9POxfmKFNR5Lj4r1O32nrH/K+qesf8r6p6x/yvqnrH/K+qesf8r6p6x/yvqnrH/K+qesf8r6p61/2vqnrX/a+qetf9r6p61/2vqnrX/a+qetf9r6p61/2vqnrX/a+mesf8b6Z6x/xvpnrH/G+mesf8b6Z6x/xvpnrH/G+mesf8b6Z6x/xvrfTVfQ6vtu3xOtf9X3vdbvtm4M/j7+IZ7Ff2ztB3/S+g996QzCuKfvn+Gv4/vxz/G7rX8b/F7rW8Ep93wff4ALrduDy61bgvuto1H1d+P3/xNRMfEP8Sz+uPV68CetY31PRMW4Jyr+Q/DX3X4//jl+t7Ua/F5rNPhE663glPu/jz/ApdZngvut2+Lf0tl9U87um3J235Sz+6Z8P3TK90OnnN035fuhU74NOuXboFO+DTrl7L4pZ/dNObtvytl9U87um3J235Sz+6ac3TflG5dTvnE55RuXU75xOeUbl1O+cTnlG5dTvnE55RuXU87um3J235Sz+6ac3Tfl25RTzu6bcnbflLP7ppzdN+Xsviln9005u2/K2X1Tzu6b8u3FKd9enPLtxSnfXpzy7cUp316c8u3FKd9enPLtxSnfXpzy7cXvO7XvBzjtjMdpZzxOO+Nx2uuTaWc8TjvjcdoZj9POeJz2DDXtjMdpZzxOO+Nx2hmP0854nHbG47QzHqed8TjtjMdpZzxOO+Nx2hmP0854nHbG47QzHqed8TjtjMdpr0mmvSaZ9ppk2muSaWc8TjvjcYb+Gfpn6J+hf4b+Gfpn6J+hf4b+Gfpn6J+hf4b+Gfpn6J+hf4b+Gfpn6J+hf4b+Gfpn6J+hf4b+Gfpn6J+hf4b+Gfpn6J+hf5b+Wfpn6Z+lf5b+Wfpn6Z+lf5b+Wfpn6Z+lf5b+Wfpn6Z+lf5b+Wfpn6Z+lf5b+Wfpn6Z+lf5b+Wfpn6Z+lf5b+Wfpn6Z+l/6yzH8+mK1gF03PT2XQFq+Bv9Z4OHuj9ZjCd/Xg2XcEq+Pn4n8JZZz+eTVewCv5N1DqbrmAV/Ibb9/Wmgw/0LgYHej8KtnvbwU78z+JsuoJV8CE8Gs9rZ9MVrIJXkwZnP55NV7AK5ljg0aQqXcEqWGGNx9Jj0xWsgunsx7POfjzr7Mc53c3pbk53c7qb092c7uZ0N6e7Od3N6W5Od3O6m9PdnO7mdDenuzndzeluTndzupvT3Zzu5nQ3p7s53c3pbk53c7qb092c7uZ0N6e7Od3N6W5Od3O6m9PdvO7mdTevu3ndzetuXnfzupvX3bzu5nU3r7t53c3rbl5387qb19287uZ1N6+7ed3N625ed/O6m4/npi8Hf9xqgj9pPR5M/c7H88WDwdT1vK7ndT2v63ldz+t6Xtfzup7X9byu53U9r+v5/991PNf8ffB7rePBJ1qPBvdbf9l3rvVP4vf/udZ7ev85+L7et4Mf6t0evDYedS5mku4/gL8dSTzXui2ezc+17ohZnWt9De+M113nWnfhvb3V4APxDHIu5vBsMJ1teK61YoVVXMMn8Sl8GnfxH1tfCP44nhPPxUyOB99y/1Wq3o2ZnIv53Bn8Urq/78t4f1Ies4qfiVklFnjMvzb4cNIfM0nsYprJuZhJHXyidTK4H68BFsxkwUwWzGTBTBbMZMFMFsxkwUwWzGTBTBbMZMFMFsxkwUwWzGTBTBbMZMFMFsxkwUwWzGTBTBbMZMFMFmIm3+1LV+P8i+BPWieCb7n/KlVpJgsxk28F00wWzGTBTBbMZMFMFsxkwUwWzGTBTBbMZMFMFmImw8HvtSaDT7T+KrjQ+mxwv/Wf+hZNZtFkFk1m0WQWTWbRZBZNZtFkFk1m0WQWTWbRZBZNZtFkFk1m0WQWTWbRZBZNZtFkFk1m0WQWTWbRZBbNYdEcFs1h0QQWTWDRBBZNYNEEFk1g0QQWTWDRBBZNYNEEzjv59ryTb897Vjrv5NvzTr497+Tb806+Pe/k2/Oem847+fa8k2/PO/n2vJNvzzv59ryTb897ZjnvmeW8Z5bznlnOO/n2vJNvl1RfUn1J9SXVl1RfUn1J9SXVl1RfUn1J9SXVl1RfUn1J9SXVl1RfUn1J9SXVl1RfVn1Z9WXVl1VfVn1Z9WXVl1VfVn1Z9WXVl1VfVn1Z9WXVl1VfVn1Z9WXVl1VfVn1F9RXVV1RfUX1F9RXVV1RfUX1F9RXVV1RfUX1F9RXVV1RfUX1F9RXVV1RfUX1F9VXn9646v3fV+b2rzu9ddX7vqvN7V53fu+r83lXn9646v3fV+b2rzu9ddX7vqvN7V53fu2blNSuvWXnNymtWXrPympXXrLxm5TUrr1l5zcprVl6z8pqV150uu+502XWny647XXbd6bLrTpddl6l1p8uuO1123emy606XXXe67LrTZdedLrvudNl1p8uuO1123emyG2ptqLWh1oZaG2ptqLWh1oZaG2ptqLWh1oZaG2ptqLWh1oZaG2ptqLWp1qZam2ptqrWp1qZam2ptqrWp1qZam2ptqrWp1qZam2ptqrWp1qZaW2ptqbWl1pZaW2ptqbWl1pZaW2ptqbWl1pZaW2ptqbWl1pZaW2ptqXUhfn++HHxPbyf4vt5Y8EO924LpNM4L8ftzOXgglFyI35+vBm+Luhfi9+eLwa/hnfGa5EL8/ky8NxRecEbHhVD4SnDFyqu4hk/iU/g07lr/LbevpurxOzNux+/MxPuTqugu3Z9jgcfSo6KLxIeTtvidmdgNbutrW1/b+trW17a+tvW1ra9tfW3ra1tf2/ra1te2vrb1ta2vbX1t62tbX9v62tbXtr629bWtr219betrW1/b+trW17a+tvW1ra9tfW3ra1tf2/ra1teOvnb0taOvHX3t6GtHXzv62tHXjr529LWjrx197ehrR187+trR146+dvS1o68dfe3oa0dfO/ra0deOvnb0taOvHX3t6GtHXzv62tHXjr529LWjrx197eprV1+7+trV166+dvW1q69dfe3qa1dfu/ra1deuvnb1tauvXX3t6mtXX7v62tXXrr529bWrr1197eprV1+7+trV166+dvW1q69dfe3qa1dfu/ra1dfFdC3X4Ht6i8H0+uRiupZr8Np43XIxXcs1eKD3D8HfjlfjF9O1XIN39P578Gt4Z++/Be/Ce+PVy0WvTy46pfxiupZrcMX6q7iGT+JT+DTuqvKW21dpeDdmezFdyzX4ZUyvTy6ma7kGcyzwWHpsupZr8OGkM13LNdgN7ulxT497etzT454e9/S4p8c9Pe7pcU+Pe3rc0+OeHvf0uKfHPT3u6XFPj3t63NPjnh739Linxz097ulxT497etzT454e9/S4p8c9Pe7pcU+Pe3rc0+OeHvf0eCk6+nfBa+P14aX4nbwRPNA7EkzvVl0KnS8E27Hjl0JDuv9q+vmokphjgUfTY+N3cmKFNR5Lj4rqR/ouq3VZrctqXVbrslqX1bqs1mW1Lqt1Wa3Lal1W67Jal9W6rNZltS6rdVmtK2pdUeuKWlfUuqLWFbWuqHVFrStqXVHrilpX1Lqi1hW1rqh1Ra0ral1Ra997LPveY9n3Hsu+11T73mPZ9x7LvvdY9r3Hsu/V1L73WPa9x7LvPZZ977Hse49l33ss+95j2fcey773WPa9x7LvPZZ977Hse49l33ss+95j2fcey773WPa9Htv3emzf67F9r8f2vceyn95j+X/zDsMVAAAAAGQAZABkAKQA9AFSAb4DVgOUA8QD8ARUBH4ElgToBTIFUAWkBdwGLgbAB3IHtAgYCGwI3gkCCT4JcAnIChAKSAp4CwoMEgyoDR4N1g5ODtAPHA9qD8wQmhDWERIRLBGEEdISQhKSEuoTdBRGFM4VaBXWFkgW4hdQF6IX1BguGHIYqhjaGVAZlhm6Gd4aDBo6GnoawBraGw4bbhuoG9IcPBySHTQdqB5cHpgezB8oH3AfuB/eIAggHiA0IF4gciCYIMAg1CDoIQghHiE+IVghciGMIbQh3iIKIj4iciKuIuojciP8JHIkzCVMJeYmHCZOJpYmvibmJ5IoSilQKkQqhirOK8Iszi32LmYuvi8+L4wvwDAiMJ4w2jE8MXAx0DHwMiAyeDKeMsQzJDNMM3QzsDPeNAw0PDSwNQw1TDV6NZQ1vDXsNoY2oDcAN4I4VDiYOQY6FjqIOog6tDrgOww7QDtqO5g7yjv8PDA8YjyEPKg8zDzsPWA9ij20Pd4+ED44PmY+lD7EPvA/Fj98P+RATkDCQShB1EI0QpRC9kNUQ3xDpkPQQ/hETkSYROJFLkWERcxGGEZkRrBG+kcgR0xHpEiOSSRJdEn6SkBKpErYSwBLRkyMTMJNpk52TsxPUk/kUTpRpFIwUshTGFOIU8BUDFQgVIpUnlTyVSRV6lZAVlRWaFbuVwJXdFfCWAxYcljOWUhaGFpwWuJbFltgW75b9FxAXHBclF0MXdheGF5yXvBfSF++X/pgWGDSYWxhzGJ4YpRisGLUYvRjHGNOY45jnmPCY/ZkIGREZGJkdGSqZRZlqmXMZkBmYmaoZwBnLGc8Z2JnrGgGaD5owGkYaT5pcmmSacpqBmpUamRqiGrOazJrcmuWa6prvmvSa+Zr+mwebHRsnGzMbQhtRm2Ebb5t6m46bm5unm7UbwRvinAUcJZxMHFccYZxpHHacipydnK6cuBzGnNyc9B0OnRgdI50vHTwdSZ1cnWqdeR2HnZydp523HdUd4p3tHfmeBZ4SHh0eKB4ynjyeRx5RnlyeaB5ynoqepJ66HtAe5Z76HxKfKJ9Bn1gfXR9iH2cfgp+en7if0p/gH+wf9SABIBOgHSAqoD2gUKBnoHggi6CfILqg1yD2oQShEyEhITYhUqGEoYmhjqGToZihniGjIaghrSGyIbchvCHBocahy6HcofAiDqIioi2iOKJDok4iWKJjIm2ieCKBopQilwAAAABAAABzACCAAcAdQAFAAIAUABgAHIAAADmAmIABAABeJx9j81qAjEURs/oKLWUdtNlKfMCCRmJSMjOZRmoiKtCF4IbQRyE2fgifbE+Sdfd9IsNIwVpLrk59+fLTYA7PihIq+D27NMaUCr65SGG+8wlD8TMI9lL5rE6XtVZlBNlHnnPPOCGY+Yhb5wylzzzmXmkSV+Zxzzx3Wy6tpLbHRbtfju1zs1jd1o2MRXOeZMKsQ7ex/XKG2+dre3MhXCRVr32r4qGDR0tVaYdBxaK92yZYnGyuT7Z6bFL9cRecek3vSJSE/CyyJqVTqOdbrGqWGaiILs2tboy959ZP2bCQWJ4nG1TB3QUVRS9FzazJkuwI/ZeQIXd2dkyKmrKpmAkCgkBLGHYnWwGNrtxdjehqGDvvWLvigoCVrD3QrG3Y++992OdN7MnWdQ5Z+6f//+779337x8Mgfv8vRCP4H8ernbeIRiKnXA2dsYuSGFX7IZRGI3dsQf2xBiMRRAhqDgHSxGGhgiiiCEOHXthb+yDcajHVUigATk0ognNeAgPYzwOQAtexYGYgINwMCbiaizDJLShHZNxCjowBVMxDYfgUByGy3EF6nAGXsN7eB1ncijewFt4B2/ibbyLS+HDDlgf22BrbIhbcBfuxh24E4/hcTyAB7EIN2MjdGI/bIDluB21OIk+BDAM+2J/HI7pqMaxTv8n4mTUwEAVKlCJHXEaTsXpOI4V8ON4nIALoWBjbIJNMQKbYSS2wFa4D8NxD7bDWbgR22J7nIfzcQGuw7m4GJfhelyChViBG9CKzbEl1sO1uAZPUKEfi/E0nsQSzEASq2DiKTyDZ7Eaa7AWXXgRz+F53IY0XsFLeBnduBczYWEWepBBFkegFzbyKKKAPvRjNuZiDubhKByJ+TgaC3AMVnI9XImLWInPWMUAh+F9VuMr/M7hXJ8bcENuhM+5MTfhphzBzTiSm3MLbsmtuDW34bbcjttzB+7Inbgzd+Gu3I2jOJq7cw/uyTEcyyBDVBnGB9TwNf5ghFHGGKfOvbg39+E47sv9uD9rWMs61jPBBjayic0czwPYwgM5ga08CJ/ifh7MiZzENnyDb9nOyfiFHZyC7/EDvsNP+BE/cyqn8RAeysN4ODs5nQZnMMkUTXYxjT/Zjb9pcSZnMcMeZpljL37lEbSZZ4FF9rGfszmHczmPR/IoHs35XMBjeCyP4/E8gSfiQ57Ek3kKT+VpPJ1n8EyexbN5Ds/lefiC5/MCfMwLeREvxl9cSPASXsrLeDmv4JW8ilfzGvzGa3kdr+cNvJE3cRFv5i28lYu5hLdxKZdxOW/nHbyTd+Ej3s17uIIreS/v4/18gA/yIT7MR/goH+PjfIJP8ik+zWe4iqu5hmv5LL7kc3wen/AFvsiX/MWsFXQepcdI2rns8F7TtnKppJktmLaZ8iWKdk5CGuINDaXQ+op6M1Mw/DW5dC5rzvInvNHXNMOw/c3eRGlJGk42X5ustZcCjdJeyt1zBjtnFPxmid6paiEBdWhXZ5d8aAIRgahATCAuoDsQCQoIIaJWOIROSz6FEhFKRCgRoUSEEhFKVChRoURVgbCA5pIz8imUaCzQnbTsZLGnK2PO9nWLfKskX7pXw7Fhs9K2aWYzRjZlJZWM20tFJpdN55WC13TBYTm54lIvLvXiUi8u9eKiMC4K41F/caDzuIiMi0hdSLqQdCHpQtKFpAtJF426tKULQ3cY4WBQIOTKC+uaN9bo3lhbJ5sxgbiAEELBSjNfsHqMgpmSKDUUCvsylm0ovWbedIyVNTUU8WVSuYITr0YFJIcqOVTJEZai4ZCAKhAW0HwtDkMpFqxMyvTXeBdKqZlhm31moG7wWKvqnDAjKXdMqffuQr17F5SEO/MnStSES61KDIQHGsuyNA4su72GVDXQNLitNHsymr1cVc0D0UOaxwfGDwZ65HBUaTGSxYJZmtYqE9ypMsGT5K5qEX9rSVqrK626tbuYTRt2sSdjFAvKRI8ysYwSiSqT3NXApH+VVENxpW0wUg3VeIyoqrR70ttLtdrdWhXttpVNV7evU7EjbRt9ptLhlegYLFHZkbKcHzhv5QNTyw5lmhtYNW3w6IxSEcOzKVl2wMlBm0xPqFkKNj1jzIEAX6cWVAXCAlogXZYm/W+fwkOsmYrl9Wh5GQMz/2NITMmUG1KnZL3TzZYbEvXnSpJyniG5dY7H9ih2uSExJe+dVv4/huilsbbkhDQjl1yTS66F3akmEBGICsQE4gLOb6FpQQFhaMLQhKE5v2RJY9EzsugaWVxHab9nZL8nrb/MyP4BI+eUGTnXM3Lu4K+RNXpz+YKd6+02naoR/R/ZUqXiAHicY/DewXAiKGIjI2Nf5AbGnRwMHAzJBRsZWJ22epgwyLEwaIHYDlzWHOocKv+F2Vk4oAKubIZsqv9kWMECnE57+Rm4GDgdWBkYWBg4gSK8TnsZHICQAYhBIg5cthyaHKoMouws3FobmRlcNqowdgRGbHDoiNjInOKyUQ3E28XRwMDI4tCRHBIBUhIJBDsY/7duYOndyMTgAgBkQCefAAA=
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
[
{
"title": "牛顿的另一面: 卑鄙的天才, 无德的科学家"
},
{
"title": "罗永浩在 Smartisan T1 发布之后的采访"
}
]
<<tabs "$:/core/ui/MoreSideBar/All $:/core/ui/MoreSideBar/Recent $:/core/ui/MoreSideBar/Tags $:/core/ui/MoreSideBar/Missing $:/core/ui/MoreSideBar/Drafts $:/core/ui/MoreSideBar/Types" "$:/core/ui/MoreSideBar/Tags" "$:/state/tab/overview">>
{
"tiddlers": {
"$:/config/EditorTypeMappings/application/javascript": {
"title": "$:/config/EditorTypeMappings/application/javascript",
"text": "codemirror"
},
"$:/config/EditorTypeMappings/application/json": {
"title": "$:/config/EditorTypeMappings/application/json",
"text": "codemirror"
},
"$:/config/EditorTypeMappings/application/x-tiddler-dictionary": {
"title": "$:/config/EditorTypeMappings/application/x-tiddler-dictionary",
"text": "codemirror"
},
"$:/config/EditorTypeMappings/text/css": {
"title": "$:/config/EditorTypeMappings/text/css",
"text": "codemirror"
},
"$:/config/EditorTypeMappings/text/html": {
"title": "$:/config/EditorTypeMappings/text/html",
"text": "codemirror"
},
"$:/config/EditorTypeMappings/text/plain": {
"title": "$:/config/EditorTypeMappings/text/plain",
"text": "codemirror"
},
"$:/config/EditorTypeMappings/text/vnd.tiddlywiki": {
"title": "$:/config/EditorTypeMappings/text/vnd.tiddlywiki",
"text": "codemirror"
},
"$:/config/EditorTypeMappings/text/x-tiddlywiki": {
"title": "$:/config/EditorTypeMappings/text/x-tiddlywiki",
"text": "codemirror"
},
"$:/core/modules/widgets/edit-codemirror.js": {
"text": "/*\\\ntitle: $:/core/modules/widgets/edit-codemirror.js\ntype: application/javascript\nmodule-type: widget\n\nCodemirror-based text editor widget\n\nConfig options \"$:/config/CodeMirror\" e.g. to allow vim key bindings\n {\n\t\"require\": [\n\t\t\"$:/plugins/tiddlywiki/codemirror/addon/dialog/dialog.js\",\n\t\t\"$:/plugins/tiddlywiki/codemirror/addon/search/searchcursor.js\",\n\t\t\"$:/plugins/tiddlywiki/codemirror/keymap/vim.js\"\n\t],\n\t\"configuration\": {\n\t\t\t\"keyMap\": \"vim\",\n\t\t\t\"showCursorWhenSelecting\": true\n\t}\n}\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nvar CODEMIRROR_OPTIONS = \"$:/config/CodeMirror\"\n\n// Install CodeMirror\nif($tw.browser && !window.CodeMirror) {\n\twindow.CodeMirror = require(\"$:/plugins/tiddlywiki/codemirror/lib/codemirror.js\");\n\t// Install required CodeMirror plugins\n\tvar configOptions = $tw.wiki.getTiddlerData(CODEMIRROR_OPTIONS,{}),\n\t\treq = configOptions[\"require\"];\n\tif(req) {\n\t\tif($tw.utils.isArray(req)) {\n\t\t\tfor(var index=0; index<req.length; index++) {\n\t\t\t\trequire(req[index]);\n\t\t\t}\n\t\t} else {\n\t\t\trequire(req);\n\t\t}\n\t}\n}\n\nvar MIN_TEXT_AREA_HEIGHT = 100; // Minimum height of textareas in pixels\n\nvar Widget = require(\"$:/core/modules/widgets/widget.js\").widget;\n\nvar EditCodeMirrorWidget = function(parseTreeNode,options) {\n\tthis.initialise(parseTreeNode,options);\n};\n\n/*\nInherit from the base widget class\n*/\nEditCodeMirrorWidget.prototype = new Widget();\n\n/*\nRender this widget into the DOM\n*/\nEditCodeMirrorWidget.prototype.render = function(parent,nextSibling) {\n\tvar self = this;\n\t// Save the parent dom node\n\tthis.parentDomNode = parent;\n\t// Compute our attributes\n\tthis.computeAttributes();\n\t// Execute our logic\n\tthis.execute();\n\t// Get the configuration options for the CodeMirror object\n\tvar config = $tw.wiki.getTiddlerData(CODEMIRROR_OPTIONS,{}).configuration || {},\n\t\teditInfo = this.getEditInfo();\n\tif(!(\"lineWrapping\" in config)) {\n\t\tconfig.lineWrapping = true;\n\t}\n\tif(!(\"lineNumbers\" in config)) {\n\t\tconfig.lineNumbers = true;\n\t}\n\tconfig.mode = editInfo.type;\n\tconfig.value = editInfo.value;\n\t// Create the CodeMirror instance\n\tvar cm = window.CodeMirror(function(domNode) {\n\t\tparent.insertBefore(domNode,nextSibling);\n\t\tself.domNodes.push(domNode);\n\t},config);\n\t// Set up a change event handler\n\tcm.on(\"change\",function() {\n\t\tself.saveChanges(cm.getValue());\n\t});\n\tthis.codeMirrorInstance = cm;\n};\n\n/*\nGet the tiddler being edited and current value\n*/\nEditCodeMirrorWidget.prototype.getEditInfo = function() {\n\t// Get the edit value\n\tvar self = this,\n\t\tvalue,\n\t\ttype = \"text/plain\",\n\t\tupdate;\n\tif(this.editIndex) {\n\t\tvalue = this.wiki.extractTiddlerDataItem(this.editTitle,this.editIndex,this.editDefault);\n\t\tupdate = function(value) {\n\t\t\tvar data = self.wiki.getTiddlerData(self.editTitle,{});\n\t\t\tif(data[self.editIndex] !== value) {\n\t\t\t\tdata[self.editIndex] = value;\n\t\t\t\tself.wiki.setTiddlerData(self.editTitle,data);\n\t\t\t}\n\t\t};\n\t} else {\n\t\t// Get the current tiddler and the field name\n\t\tvar tiddler = this.wiki.getTiddler(this.editTitle);\n\t\tif(tiddler) {\n\t\t\t// If we've got a tiddler, the value to display is the field string value\n\t\t\tvalue = tiddler.getFieldString(this.editField);\n\t\t\tif(this.editField === \"text\") {\n\t\t\t\ttype = tiddler.fields.type || \"text/vnd.tiddlywiki\";\n\t\t\t}\n\t\t} else {\n\t\t\t// Otherwise, we need to construct a default value for the editor\n\t\t\tswitch(this.editField) {\n\t\t\t\tcase \"text\":\n\t\t\t\t\tvalue = \"Type the text for the tiddler '\" + this.editTitle + \"'\";\n\t\t\t\t\ttype = \"text/vnd.tiddlywiki\";\n\t\t\t\t\tbreak;\n\t\t\t\tcase \"title\":\n\t\t\t\t\tvalue = this.editTitle;\n\t\t\t\t\tbreak;\n\t\t\t\tdefault:\n\t\t\t\t\tvalue = \"\";\n\t\t\t\t\tbreak;\n\t\t\t}\n\t\t\tif(this.editDefault !== undefined) {\n\t\t\t\tvalue = this.editDefault;\n\t\t\t}\n\t\t}\n\t\tupdate = function(value) {\n\t\t\tvar tiddler = self.wiki.getTiddler(self.editTitle),\n\t\t\t\tupdateFields = {\n\t\t\t\t\ttitle: self.editTitle\n\t\t\t\t};\n\t\t\tupdateFields[self.editField] = value;\n\t\t\tself.wiki.addTiddler(new $tw.Tiddler(self.wiki.getCreationFields(),tiddler,updateFields,self.wiki.getModificationFields()));\n\t\t};\n\t}\n\tif(this.editType) {\n\t\ttype = this.editType;\n\t}\n\treturn {value: value, type: type, update: update};\n};\n\n/*\nCompute the internal state of the widget\n*/\nEditCodeMirrorWidget.prototype.execute = function() {\n\t// Get our parameters\n\tthis.editTitle = this.getAttribute(\"tiddler\",this.getVariable(\"currentTiddler\"));\n\tthis.editField = this.getAttribute(\"field\",\"text\");\n\tthis.editIndex = this.getAttribute(\"index\");\n\tthis.editDefault = this.getAttribute(\"default\");\n\tthis.editType = this.getAttribute(\"type\");\n};\n\n/*\nSelectively refreshes the widget if needed. Returns true if the widget or any of its children needed re-rendering\n*/\nEditCodeMirrorWidget.prototype.refresh = function(changedTiddlers) {\n\tvar changedAttributes = this.computeAttributes();\n\t// Completely rerender if any of our attributes have changed\n\tif(changedAttributes.tiddler || changedAttributes.field || changedAttributes.index) {\n\t\tthis.refreshSelf();\n\t\treturn true;\n\t} else if(changedTiddlers[this.editTitle]) {\n\t\tthis.updateEditor(this.getEditInfo().value);\n\t\treturn true;\n\t}\n\treturn false;\n};\n\n/*\nUpdate the editor with new text. This method is separate from updateEditorDomNode()\nso that subclasses can override updateEditor() and still use updateEditorDomNode()\n*/\nEditCodeMirrorWidget.prototype.updateEditor = function(text) {\n\tthis.updateEditorDomNode(text);\n};\n\n/*\nUpdate the editor dom node with new text\n*/\nEditCodeMirrorWidget.prototype.updateEditorDomNode = function(text) {\n\tif(this.codeMirrorInstance) {\n\t\tif(!this.codeMirrorInstance.hasFocus()) {\n\t\t\tthis.codeMirrorInstance.setValue(text);\n\t\t}\n\t}\n};\n\nEditCodeMirrorWidget.prototype.saveChanges = function(text) {\n\tvar editInfo = this.getEditInfo();\n\tif(text !== editInfo.value) {\n\t\teditInfo.update(text);\n\t}\n};\n\nexports[\"edit-codemirror\"] = EditCodeMirrorWidget;\n\n})();\n",
"title": "$:/core/modules/widgets/edit-codemirror.js",
"type": "application/javascript",
"module-type": "widget"
},
"$:/plugins/tiddlywiki/codemirror/instructions": {
"title": "$:/plugins/tiddlywiki/codemirror/instructions",
"text": "! Setting ~CodeMirror Content Types\n\nYou can determine which tiddler content types are edited by the ~CodeMirror widget by creating or modifying special tiddlers whose prefix is comprised of the string `$:/config/EditorTypeMappings/` concatenated with the content type. The text of that tiddler gives the editor type to be used (eg, ''text'', ''bitmap'', ''codemirror'').\n\nThe current editor type mappings are shown in [[$:/ControlPanel]] under the \"Advanced\" tab.\n\n! ~CodeMirror Configuration\n\nYou can configure the ~CodeMirror plugin by creating a tiddler called [[$:/config/CodeMirror]] containing a JSON configuration object. The configuration tiddler must have its type field set to `application/json` to take effect.\n\nSee http://codemirror.net/ for details of available configuration options.\n\nFor example:\n\n```\n{\n \"require\": [\n \"$:/plugins/tiddlywiki/codemirror/mode/javascript/javascript.js\",\n \"$:/plugins/tiddlywiki/codemirror/addon/dialog/dialog.js\",\n \"$:/plugins/tiddlywiki/codemirror/addon/search/searchcursor.js\",\n \"$:/plugins/tiddlywiki/codemirror/addon/edit/matchbrackets.js\",\n \"$:/plugins/tiddlywiki/codemirror/keymap/vim.js\",\n \"$:/plugins/tiddlywiki/codemirror/keymap/emacs.js\"\n ],\n \"configuration\": {\n \"keyMap\": \"vim\",\n \"matchBrackets\":true,\n \"showCursorWhenSelecting\": true\n }\n}\n```\n"
},
"$:/plugins/tiddlywiki/codemirror/lib/codemirror.js": {
"type": "application/javascript",
"title": "$:/plugins/tiddlywiki/codemirror/lib/codemirror.js",
"module-type": "library",
"text": "// This is CodeMirror (http://codemirror.net), a code editor\n// implemented in JavaScript on top of the browser's DOM.\n//\n// You can find some technical background for some of the code below\n// at http://marijnhaverbeke.nl/blog/#cm-internals .\n\n(function(mod) {\n if (typeof exports == \"object\" && typeof module == \"object\") // CommonJS\n module.exports = mod();\n else if (typeof define == \"function\" && define.amd) // AMD\n return define([], mod);\n else // Plain browser env\n this.CodeMirror = mod();\n})(function() {\n \"use strict\";\n\n // BROWSER SNIFFING\n\n // Kludges for bugs and behavior differences that can't be feature\n // detected are enabled based on userAgent etc sniffing.\n\n var gecko = /gecko\\/\\d/i.test(navigator.userAgent);\n // ie_uptoN means Internet Explorer version N or lower\n var ie_upto10 = /MSIE \\d/.test(navigator.userAgent);\n var ie_upto7 = ie_upto10 && (document.documentMode == null || document.documentMode < 8);\n var ie_upto8 = ie_upto10 && (document.documentMode == null || document.documentMode < 9);\n var ie_upto9 = ie_upto10 && (document.documentMode == null || document.documentMode < 10);\n var ie_11up = /Trident\\/([7-9]|\\d{2,})\\./.test(navigator.userAgent);\n var ie = ie_upto10 || ie_11up;\n var webkit = /WebKit\\//.test(navigator.userAgent);\n var qtwebkit = webkit && /Qt\\/\\d+\\.\\d+/.test(navigator.userAgent);\n var chrome = /Chrome\\//.test(navigator.userAgent);\n var presto = /Opera\\//.test(navigator.userAgent);\n var safari = /Apple Computer/.test(navigator.vendor);\n var khtml = /KHTML\\//.test(navigator.userAgent);\n var mac_geMountainLion = /Mac OS X 1\\d\\D([8-9]|\\d\\d)\\D/.test(navigator.userAgent);\n var phantom = /PhantomJS/.test(navigator.userAgent);\n\n var ios = /AppleWebKit/.test(navigator.userAgent) && /Mobile\\/\\w+/.test(navigator.userAgent);\n // This is woefully incomplete. Suggestions for alternative methods welcome.\n var mobile = ios || /Android|webOS|BlackBerry|Opera Mini|Opera Mobi|IEMobile/i.test(navigator.userAgent);\n var mac = ios || /Mac/.test(navigator.platform);\n var windows = /win/i.test(navigator.platform);\n\n var presto_version = presto && navigator.userAgent.match(/Version\\/(\\d*\\.\\d*)/);\n if (presto_version) presto_version = Number(presto_version[1]);\n if (presto_version && presto_version >= 15) { presto = false; webkit = true; }\n // Some browsers use the wrong event properties to signal cmd/ctrl on OS X\n var flipCtrlCmd = mac && (qtwebkit || presto && (presto_version == null || presto_version < 12.11));\n var captureRightClick = gecko || (ie && !ie_upto8);\n\n // Optimize some code when these features are not used.\n var sawReadOnlySpans = false, sawCollapsedSpans = false;\n\n // EDITOR CONSTRUCTOR\n\n // A CodeMirror instance represents an editor. This is the object\n // that user code is usually dealing with.\n\n function CodeMirror(place, options) {\n if (!(this instanceof CodeMirror)) return new CodeMirror(place, options);\n\n this.options = options = options || {};\n // Determine effective options based on given values and defaults.\n copyObj(defaults, options, false);\n setGuttersForLineNumbers(options);\n\n var doc = options.value;\n if (typeof doc == \"string\") doc = new Doc(doc, options.mode);\n this.doc = doc;\n\n var display = this.display = new Display(place, doc);\n display.wrapper.CodeMirror = this;\n updateGutters(this);\n themeChanged(this);\n if (options.lineWrapping)\n this.display.wrapper.className += \" CodeMirror-wrap\";\n if (options.autofocus && !mobile) focusInput(this);\n\n this.state = {\n keyMaps: [], // stores maps added by addKeyMap\n overlays: [], // highlighting overlays, as added by addOverlay\n modeGen: 0, // bumped when mode/overlay changes, used to invalidate highlighting info\n overwrite: false, focused: false,\n suppressEdits: false, // used to disable editing during key handlers when in readOnly mode\n pasteIncoming: false, cutIncoming: false, // help recognize paste/cut edits in readInput\n draggingText: false,\n highlight: new Delayed() // stores highlight worker timeout\n };\n\n // Override magic textarea content restore that IE sometimes does\n // on our hidden textarea on reload\n if (ie_upto10) setTimeout(bind(resetInput, this, true), 20);\n\n registerEventHandlers(this);\n ensureGlobalHandlers();\n\n var cm = this;\n runInOp(this, function() {\n cm.curOp.forceUpdate = true;\n attachDoc(cm, doc);\n\n if ((options.autofocus && !mobile) || activeElt() == display.input)\n setTimeout(bind(onFocus, cm), 20);\n else\n onBlur(cm);\n\n for (var opt in optionHandlers) if (optionHandlers.hasOwnProperty(opt))\n optionHandlers[opt](cm, options[opt], Init);\n for (var i = 0; i < initHooks.length; ++i) initHooks[i](cm);\n });\n }\n\n // DISPLAY CONSTRUCTOR\n\n // The display handles the DOM integration, both for input reading\n // and content drawing. It holds references to DOM nodes and\n // display-related state.\n\n function Display(place, doc) {\n var d = this;\n\n // The semihidden textarea that is focused when the editor is\n // focused, and receives input.\n var input = d.input = elt(\"textarea\", null, null, \"position: absolute; padding: 0; width: 1px; height: 1em; outline: none\");\n // The textarea is kept positioned near the cursor to prevent the\n // fact that it'll be scrolled into view on input from scrolling\n // our fake cursor out of view. On webkit, when wrap=off, paste is\n // very slow. So make the area wide instead.\n if (webkit) input.style.width = \"1000px\";\n else input.setAttribute(\"wrap\", \"off\");\n // If border: 0; -- iOS fails to open keyboard (issue #1287)\n if (ios) input.style.border = \"1px solid black\";\n input.setAttribute(\"autocorrect\", \"off\"); input.setAttribute(\"autocapitalize\", \"off\"); input.setAttribute(\"spellcheck\", \"false\");\n\n // Wraps and hides input textarea\n d.inputDiv = elt(\"div\", [input], null, \"overflow: hidden; position: relative; width: 3px; height: 0px;\");\n // The fake scrollbar elements.\n d.scrollbarH = elt(\"div\", [elt(\"div\", null, null, \"height: 100%; min-height: 1px\")], \"CodeMirror-hscrollbar\");\n d.scrollbarV = elt(\"div\", [elt(\"div\", null, null, \"min-width: 1px\")], \"CodeMirror-vscrollbar\");\n // Covers bottom-right square when both scrollbars are present.\n d.scrollbarFiller = elt(\"div\", null, \"CodeMirror-scrollbar-filler\");\n // Covers bottom of gutter when coverGutterNextToScrollbar is on\n // and h scrollbar is present.\n d.gutterFiller = elt(\"div\", null, \"CodeMirror-gutter-filler\");\n // Will contain the actual code, positioned to cover the viewport.\n d.lineDiv = elt(\"div\", null, \"CodeMirror-code\");\n // Elements are added to these to represent selection and cursors.\n d.selectionDiv = elt(\"div\", null, null, \"position: relative; z-index: 1\");\n d.cursorDiv = elt(\"div\", null, \"CodeMirror-cursors\");\n // A visibility: hidden element used to find the size of things.\n d.measure = elt(\"div\", null, \"CodeMirror-measure\");\n // When lines outside of the viewport are measured, they are drawn in this.\n d.lineMeasure = elt(\"div\", null, \"CodeMirror-measure\");\n // Wraps everything that needs to exist inside the vertically-padded coordinate system\n d.lineSpace = elt(\"div\", [d.measure, d.lineMeasure, d.selectionDiv, d.cursorDiv, d.lineDiv],\n null, \"position: relative; outline: none\");\n // Moved around its parent to cover visible view.\n d.mover = elt(\"div\", [elt(\"div\", [d.lineSpace], \"CodeMirror-lines\")], null, \"position: relative\");\n // Set to the height of the document, allowing scrolling.\n d.sizer = elt(\"div\", [d.mover], \"CodeMirror-sizer\");\n // Behavior of elts with overflow: auto and padding is\n // inconsistent across browsers. This is used to ensure the\n // scrollable area is big enough.\n d.heightForcer = elt(\"div\", null, null, \"position: absolute; height: \" + scrollerCutOff + \"px; width: 1px;\");\n // Will contain the gutters, if any.\n d.gutters = elt(\"div\", null, \"CodeMirror-gutters\");\n d.lineGutter = null;\n // Actual scrollable element.\n d.scroller = elt(\"div\", [d.sizer, d.heightForcer, d.gutters], \"CodeMirror-scroll\");\n d.scroller.setAttribute(\"tabIndex\", \"-1\");\n // The element in which the editor lives.\n d.wrapper = elt(\"div\", [d.inputDiv, d.scrollbarH, d.scrollbarV,\n d.scrollbarFiller, d.gutterFiller, d.scroller], \"CodeMirror\");\n\n // Work around IE7 z-index bug (not perfect, hence IE7 not really being supported)\n if (ie_upto7) { d.gutters.style.zIndex = -1; d.scroller.style.paddingRight = 0; }\n // Needed to hide big blue blinking cursor on Mobile Safari\n if (ios) input.style.width = \"0px\";\n if (!webkit) d.scroller.draggable = true;\n // Needed to handle Tab key in KHTML\n if (khtml) { d.inputDiv.style.height = \"1px\"; d.inputDiv.style.position = \"absolute\"; }\n // Need to set a minimum width to see the scrollbar on IE7 (but must not set it on IE8).\n if (ie_upto7) d.scrollbarH.style.minHeight = d.scrollbarV.style.minWidth = \"18px\";\n\n if (place.appendChild) place.appendChild(d.wrapper);\n else place(d.wrapper);\n\n // Current rendered range (may be bigger than the view window).\n d.viewFrom = d.viewTo = doc.first;\n // Information about the rendered lines.\n d.view = [];\n // Holds info about a single rendered line when it was rendered\n // for measurement, while not in view.\n d.externalMeasured = null;\n // Empty space (in pixels) above the view\n d.viewOffset = 0;\n d.lastSizeC = 0;\n d.updateLineNumbers = null;\n\n // Used to only resize the line number gutter when necessary (when\n // the amount of lines crosses a boundary that makes its width change)\n d.lineNumWidth = d.lineNumInnerWidth = d.lineNumChars = null;\n // See readInput and resetInput\n d.prevInput = \"\";\n // Set to true when a non-horizontal-scrolling line widget is\n // added. As an optimization, line widget aligning is skipped when\n // this is false.\n d.alignWidgets = false;\n // Flag that indicates whether we expect input to appear real soon\n // now (after some event like 'keypress' or 'input') and are\n // polling intensively.\n d.pollingFast = false;\n // Self-resetting timeout for the poller\n d.poll = new Delayed();\n\n d.cachedCharWidth = d.cachedTextHeight = d.cachedPaddingH = null;\n\n // Tracks when resetInput has punted to just putting a short\n // string into the textarea instead of the full selection.\n d.inaccurateSelection = false;\n\n // Tracks the maximum line length so that the horizontal scrollbar\n // can be kept static when scrolling.\n d.maxLine = null;\n d.maxLineLength = 0;\n d.maxLineChanged = false;\n\n // Used for measuring wheel scrolling granularity\n d.wheelDX = d.wheelDY = d.wheelStartX = d.wheelStartY = null;\n\n // True when shift is held down.\n d.shift = false;\n\n // Used to track whether anything happened since the context menu\n // was opened.\n d.selForContextMenu = null;\n }\n\n // STATE UPDATES\n\n // Used to get the editor into a consistent state again when options change.\n\n function loadMode(cm) {\n cm.doc.mode = CodeMirror.getMode(cm.options, cm.doc.modeOption);\n resetModeState(cm);\n }\n\n function resetModeState(cm) {\n cm.doc.iter(function(line) {\n if (line.stateAfter) line.stateAfter = null;\n if (line.styles) line.styles = null;\n });\n cm.doc.frontier = cm.doc.first;\n startWorker(cm, 100);\n cm.state.modeGen++;\n if (cm.curOp) regChange(cm);\n }\n\n function wrappingChanged(cm) {\n if (cm.options.lineWrapping) {\n addClass(cm.display.wrapper, \"CodeMirror-wrap\");\n cm.display.sizer.style.minWidth = \"\";\n } else {\n rmClass(cm.display.wrapper, \"CodeMirror-wrap\");\n findMaxLine(cm);\n }\n estimateLineHeights(cm);\n regChange(cm);\n clearCaches(cm);\n setTimeout(function(){updateScrollbars(cm);}, 100);\n }\n\n // Returns a function that estimates the height of a line, to use as\n // first approximation until the line becomes visible (and is thus\n // properly measurable).\n function estimateHeight(cm) {\n var th = textHeight(cm.display), wrapping = cm.options.lineWrapping;\n var perLine = wrapping && Math.max(5, cm.display.scroller.clientWidth / charWidth(cm.display) - 3);\n return function(line) {\n if (lineIsHidden(cm.doc, line)) return 0;\n\n var widgetsHeight = 0;\n if (line.widgets) for (var i = 0; i < line.widgets.length; i++) {\n if (line.widgets[i].height) widgetsHeight += line.widgets[i].height;\n }\n\n if (wrapping)\n return widgetsHeight + (Math.ceil(line.text.length / perLine) || 1) * th;\n else\n return widgetsHeight + th;\n };\n }\n\n function estimateLineHeights(cm) {\n var doc = cm.doc, est = estimateHeight(cm);\n doc.iter(function(line) {\n var estHeight = est(line);\n if (estHeight != line.height) updateLineHeight(line, estHeight);\n });\n }\n\n function keyMapChanged(cm) {\n var map = keyMap[cm.options.keyMap], style = map.style;\n cm.display.wrapper.className = cm.display.wrapper.className.replace(/\\s*cm-keymap-\\S+/g, \"\") +\n (style ? \" cm-keymap-\" + style : \"\");\n }\n\n function themeChanged(cm) {\n cm.display.wrapper.className = cm.display.wrapper.className.replace(/\\s*cm-s-\\S+/g, \"\") +\n cm.options.theme.replace(/(^|\\s)\\s*/g, \" cm-s-\");\n clearCaches(cm);\n }\n\n function guttersChanged(cm) {\n updateGutters(cm);\n regChange(cm);\n setTimeout(function(){alignHorizontally(cm);}, 20);\n }\n\n // Rebuild the gutter elements, ensure the margin to the left of the\n // code matches their width.\n function updateGutters(cm) {\n var gutters = cm.display.gutters, specs = cm.options.gutters;\n removeChildren(gutters);\n for (var i = 0; i < specs.length; ++i) {\n var gutterClass = specs[i];\n var gElt = gutters.appendChild(elt(\"div\", null, \"CodeMirror-gutter \" + gutterClass));\n if (gutterClass == \"CodeMirror-linenumbers\") {\n cm.display.lineGutter = gElt;\n gElt.style.width = (cm.display.lineNumWidth || 1) + \"px\";\n }\n }\n gutters.style.display = i ? \"\" : \"none\";\n updateGutterSpace(cm);\n }\n\n function updateGutterSpace(cm) {\n var width = cm.display.gutters.offsetWidth;\n cm.display.sizer.style.marginLeft = width + \"px\";\n cm.display.scrollbarH.style.left = cm.options.fixedGutter ? width + \"px\" : 0;\n }\n\n // Compute the character length of a line, taking into account\n // collapsed ranges (see markText) that might hide parts, and join\n // other lines onto it.\n function lineLength(line) {\n if (line.height == 0) return 0;\n var len = line.text.length, merged, cur = line;\n while (merged = collapsedSpanAtStart(cur)) {\n var found = merged.find(0, true);\n cur = found.from.line;\n len += found.from.ch - found.to.ch;\n }\n cur = line;\n while (merged = collapsedSpanAtEnd(cur)) {\n var found = merged.find(0, true);\n len -= cur.text.length - found.from.ch;\n cur = found.to.line;\n len += cur.text.length - found.to.ch;\n }\n return len;\n }\n\n // Find the longest line in the document.\n function findMaxLine(cm) {\n var d = cm.display, doc = cm.doc;\n d.maxLine = getLine(doc, doc.first);\n d.maxLineLength = lineLength(d.maxLine);\n d.maxLineChanged = true;\n doc.iter(function(line) {\n var len = lineLength(line);\n if (len > d.maxLineLength) {\n d.maxLineLength = len;\n d.maxLine = line;\n }\n });\n }\n\n // Make sure the gutters options contains the element\n // \"CodeMirror-linenumbers\" when the lineNumbers option is true.\n function setGuttersForLineNumbers(options) {\n var found = indexOf(options.gutters, \"CodeMirror-linenumbers\");\n if (found == -1 && options.lineNumbers) {\n options.gutters = options.gutters.concat([\"CodeMirror-linenumbers\"]);\n } else if (found > -1 && !options.lineNumbers) {\n options.gutters = options.gutters.slice(0);\n options.gutters.splice(found, 1);\n }\n }\n\n // SCROLLBARS\n\n // Prepare DOM reads needed to update the scrollbars. Done in one\n // shot to minimize update/measure roundtrips.\n function measureForScrollbars(cm) {\n var scroll = cm.display.scroller;\n return {\n clientHeight: scroll.clientHeight,\n barHeight: cm.display.scrollbarV.clientHeight,\n scrollWidth: scroll.scrollWidth, clientWidth: scroll.clientWidth,\n barWidth: cm.display.scrollbarH.clientWidth,\n docHeight: Math.round(cm.doc.height + paddingVert(cm.display))\n };\n }\n\n // Re-synchronize the fake scrollbars with the actual size of the\n // content.\n function updateScrollbars(cm, measure) {\n if (!measure) measure = measureForScrollbars(cm);\n var d = cm.display;\n var scrollHeight = measure.docHeight + scrollerCutOff;\n var needsH = measure.scrollWidth > measure.clientWidth;\n var needsV = scrollHeight > measure.clientHeight;\n if (needsV) {\n d.scrollbarV.style.display = \"block\";\n d.scrollbarV.style.bottom = needsH ? scrollbarWidth(d.measure) + \"px\" : \"0\";\n // A bug in IE8 can cause this value to be negative, so guard it.\n d.scrollbarV.firstChild.style.height =\n Math.max(0, scrollHeight - measure.clientHeight + (measure.barHeight || d.scrollbarV.clientHeight)) + \"px\";\n } else {\n d.scrollbarV.style.display = \"\";\n d.scrollbarV.firstChild.style.height = \"0\";\n }\n if (needsH) {\n d.scrollbarH.style.display = \"block\";\n d.scrollbarH.style.right = needsV ? scrollbarWidth(d.measure) + \"px\" : \"0\";\n d.scrollbarH.firstChild.style.width =\n (measure.scrollWidth - measure.clientWidth + (measure.barWidth || d.scrollbarH.clientWidth)) + \"px\";\n } else {\n d.scrollbarH.style.display = \"\";\n d.scrollbarH.firstChild.style.width = \"0\";\n }\n if (needsH && needsV) {\n d.scrollbarFiller.style.display = \"block\";\n d.scrollbarFiller.style.height = d.scrollbarFiller.style.width = scrollbarWidth(d.measure) + \"px\";\n } else d.scrollbarFiller.style.display = \"\";\n if (needsH && cm.options.coverGutterNextToScrollbar && cm.options.fixedGutter) {\n d.gutterFiller.style.display = \"block\";\n d.gutterFiller.style.height = scrollbarWidth(d.measure) + \"px\";\n d.gutterFiller.style.width = d.gutters.offsetWidth + \"px\";\n } else d.gutterFiller.style.display = \"\";\n\n if (!cm.state.checkedOverlayScrollbar && measure.clientHeight > 0) {\n if (scrollbarWidth(d.measure) === 0) {\n var w = mac && !mac_geMountainLion ? \"12px\" : \"18px\";\n d.scrollbarV.style.minWidth = d.scrollbarH.style.minHeight = w;\n var barMouseDown = function(e) {\n if (e_target(e) != d.scrollbarV && e_target(e) != d.scrollbarH)\n operation(cm, onMouseDown)(e);\n };\n on(d.scrollbarV, \"mousedown\", barMouseDown);\n on(d.scrollbarH, \"mousedown\", barMouseDown);\n }\n cm.state.checkedOverlayScrollbar = true;\n }\n }\n\n // Compute the lines that are visible in a given viewport (defaults\n // the the current scroll position). viewPort may contain top,\n // height, and ensure (see op.scrollToPos) properties.\n function visibleLines(display, doc, viewPort) {\n var top = viewPort && viewPort.top != null ? viewPort.top : display.scroller.scrollTop;\n top = Math.floor(top - paddingTop(display));\n var bottom = viewPort && viewPort.bottom != null ? viewPort.bottom : top + display.wrapper.clientHeight;\n\n var from = lineAtHeight(doc, top), to = lineAtHeight(doc, bottom);\n // Ensure is a {from: {line, ch}, to: {line, ch}} object, and\n // forces those lines into the viewport (if possible).\n if (viewPort && viewPort.ensure) {\n var ensureFrom = viewPort.ensure.from.line, ensureTo = viewPort.ensure.to.line;\n if (ensureFrom < from)\n return {from: ensureFrom,\n to: lineAtHeight(doc, heightAtLine(getLine(doc, ensureFrom)) + display.wrapper.clientHeight)};\n if (Math.min(ensureTo, doc.lastLine()) >= to)\n return {from: lineAtHeight(doc, heightAtLine(getLine(doc, ensureTo)) - display.wrapper.clientHeight),\n to: ensureTo};\n }\n return {from: from, to: to};\n }\n\n // LINE NUMBERS\n\n // Re-align line numbers and gutter marks to compensate for\n // horizontal scrolling.\n function alignHorizontally(cm) {\n var display = cm.display, view = display.view;\n if (!display.alignWidgets && (!display.gutters.firstChild || !cm.options.fixedGutter)) return;\n var comp = compensateForHScroll(display) - display.scroller.scrollLeft + cm.doc.scrollLeft;\n var gutterW = display.gutters.offsetWidth, left = comp + \"px\";\n for (var i = 0; i < view.length; i++) if (!view[i].hidden) {\n if (cm.options.fixedGutter && view[i].gutter)\n view[i].gutter.style.left = left;\n var align = view[i].alignable;\n if (align) for (var j = 0; j < align.length; j++)\n align[j].style.left = left;\n }\n if (cm.options.fixedGutter)\n display.gutters.style.left = (comp + gutterW) + \"px\";\n }\n\n // Used to ensure that the line number gutter is still the right\n // size for the current document size. Returns true when an update\n // is needed.\n function maybeUpdateLineNumberWidth(cm) {\n if (!cm.options.lineNumbers) return false;\n var doc = cm.doc, last = lineNumberFor(cm.options, doc.first + doc.size - 1), display = cm.display;\n if (last.length != display.lineNumChars) {\n var test = display.measure.appendChild(elt(\"div\", [elt(\"div\", last)],\n \"CodeMirror-linenumber CodeMirror-gutter-elt\"));\n var innerW = test.firstChild.offsetWidth, padding = test.offsetWidth - innerW;\n display.lineGutter.style.width = \"\";\n display.lineNumInnerWidth = Math.max(innerW, display.lineGutter.offsetWidth - padding);\n display.lineNumWidth = display.lineNumInnerWidth + padding;\n display.lineNumChars = display.lineNumInnerWidth ? last.length : -1;\n display.lineGutter.style.width = display.lineNumWidth + \"px\";\n updateGutterSpace(cm);\n return true;\n }\n return false;\n }\n\n function lineNumberFor(options, i) {\n return String(options.lineNumberFormatter(i + options.firstLineNumber));\n }\n\n // Computes display.scroller.scrollLeft + display.gutters.offsetWidth,\n // but using getBoundingClientRect to get a sub-pixel-accurate\n // result.\n function compensateForHScroll(display) {\n return display.scroller.getBoundingClientRect().left - display.sizer.getBoundingClientRect().left;\n }\n\n // DISPLAY DRAWING\n\n // Updates the display, selection, and scrollbars, using the\n // information in display.view to find out which nodes are no longer\n // up-to-date. Tries to bail out early when no changes are needed,\n // unless forced is true.\n // Returns true if an actual update happened, false otherwise.\n function updateDisplay(cm, viewPort, forced) {\n var oldFrom = cm.display.viewFrom, oldTo = cm.display.viewTo, updated;\n var visible = visibleLines(cm.display, cm.doc, viewPort);\n for (var first = true;; first = false) {\n var oldWidth = cm.display.scroller.clientWidth;\n if (!updateDisplayInner(cm, visible, forced)) break;\n updated = true;\n\n // If the max line changed since it was last measured, measure it,\n // and ensure the document's width matches it.\n if (cm.display.maxLineChanged && !cm.options.lineWrapping)\n adjustContentWidth(cm);\n\n var barMeasure = measureForScrollbars(cm);\n updateSelection(cm);\n setDocumentHeight(cm, barMeasure);\n updateScrollbars(cm, barMeasure);\n if (webkit && cm.options.lineWrapping)\n checkForWebkitWidthBug(cm, barMeasure); // (Issue #2420)\n if (first && cm.options.lineWrapping && oldWidth != cm.display.scroller.clientWidth) {\n forced = true;\n continue;\n }\n forced = false;\n\n // Clip forced viewport to actual scrollable area.\n if (viewPort && viewPort.top != null)\n viewPort = {top: Math.min(barMeasure.docHeight - scrollerCutOff - barMeasure.clientHeight, viewPort.top)};\n // Updated line heights might result in the drawn area not\n // actually covering the viewport. Keep looping until it does.\n visible = visibleLines(cm.display, cm.doc, viewPort);\n if (visible.from >= cm.display.viewFrom && visible.to <= cm.display.viewTo)\n break;\n }\n\n cm.display.updateLineNumbers = null;\n if (updated) {\n signalLater(cm, \"update\", cm);\n if (cm.display.viewFrom != oldFrom || cm.display.viewTo != oldTo)\n signalLater(cm, \"viewportChange\", cm, cm.display.viewFrom, cm.display.viewTo);\n }\n return updated;\n }\n\n // Does the actual updating of the line display. Bails out\n // (returning false) when there is nothing to be done and forced is\n // false.\n function updateDisplayInner(cm, visible, forced) {\n var display = cm.display, doc = cm.doc;\n if (!display.wrapper.offsetWidth) {\n resetView(cm);\n return;\n }\n\n // Bail out if the visible area is already rendered and nothing changed.\n if (!forced && visible.from >= display.viewFrom && visible.to <= display.viewTo &&\n countDirtyView(cm) == 0)\n return;\n\n if (maybeUpdateLineNumberWidth(cm))\n resetView(cm);\n var dims = getDimensions(cm);\n\n // Compute a suitable new viewport (from & to)\n var end = doc.first + doc.size;\n var from = Math.max(visible.from - cm.options.viewportMargin, doc.first);\n var to = Math.min(end, visible.to + cm.options.viewportMargin);\n if (display.viewFrom < from && from - display.viewFrom < 20) from = Math.max(doc.first, display.viewFrom);\n if (display.viewTo > to && display.viewTo - to < 20) to = Math.min(end, display.viewTo);\n if (sawCollapsedSpans) {\n from = visualLineNo(cm.doc, from);\n to = visualLineEndNo(cm.doc, to);\n }\n\n var different = from != display.viewFrom || to != display.viewTo ||\n display.lastSizeC != display.wrapper.clientHeight;\n adjustView(cm, from, to);\n\n display.viewOffset = heightAtLine(getLine(cm.doc, display.viewFrom));\n // Position the mover div to align with the current scroll position\n cm.display.mover.style.top = display.viewOffset + \"px\";\n\n var toUpdate = countDirtyView(cm);\n if (!different && toUpdate == 0 && !forced) return;\n\n // For big changes, we hide the enclosing element during the\n // update, since that speeds up the operations on most browsers.\n var focused = activeElt();\n if (toUpdate > 4) display.lineDiv.style.display = \"none\";\n patchDisplay(cm, display.updateLineNumbers, dims);\n if (toUpdate > 4) display.lineDiv.style.display = \"\";\n // There might have been a widget with a focused element that got\n // hidden or updated, if so re-focus it.\n if (focused && activeElt() != focused && focused.offsetHeight) focused.focus();\n\n // Prevent selection and cursors from interfering with the scroll\n // width.\n removeChildren(display.cursorDiv);\n removeChildren(display.selectionDiv);\n\n if (different) {\n display.lastSizeC = display.wrapper.clientHeight;\n startWorker(cm, 400);\n }\n\n updateHeightsInViewport(cm);\n\n return true;\n }\n\n function adjustContentWidth(cm) {\n var display = cm.display;\n var width = measureChar(cm, display.maxLine, display.maxLine.text.length).left;\n display.maxLineChanged = false;\n var minWidth = Math.max(0, width + 3);\n var maxScrollLeft = Math.max(0, display.sizer.offsetLeft + minWidth + scrollerCutOff - display.scroller.clientWidth);\n display.sizer.style.minWidth = minWidth + \"px\";\n if (maxScrollLeft < cm.doc.scrollLeft)\n setScrollLeft(cm, Math.min(display.scroller.scrollLeft, maxScrollLeft), true);\n }\n\n function setDocumentHeight(cm, measure) {\n cm.display.sizer.style.minHeight = cm.display.heightForcer.style.top = measure.docHeight + \"px\";\n cm.display.gutters.style.height = Math.max(measure.docHeight, measure.clientHeight - scrollerCutOff) + \"px\";\n }\n\n\n function checkForWebkitWidthBug(cm, measure) {\n // Work around Webkit bug where it sometimes reserves space for a\n // non-existing phantom scrollbar in the scroller (Issue #2420)\n if (cm.display.sizer.offsetWidth + cm.display.gutters.offsetWidth < cm.display.scroller.clientWidth - 1) {\n cm.display.sizer.style.minHeight = cm.display.heightForcer.style.top = \"0px\";\n cm.display.gutters.style.height = measure.docHeight + \"px\";\n }\n }\n\n // Read the actual heights of the rendered lines, and update their\n // stored heights to match.\n function updateHeightsInViewport(cm) {\n var display = cm.display;\n var prevBottom = display.lineDiv.offsetTop;\n for (var i = 0; i < display.view.length; i++) {\n var cur = display.view[i], height;\n if (cur.hidden) continue;\n if (ie_upto7) {\n var bot = cur.node.offsetTop + cur.node.offsetHeight;\n height = bot - prevBottom;\n prevBottom = bot;\n } else {\n var box = cur.node.getBoundingClientRect();\n height = box.bottom - box.top;\n }\n var diff = cur.line.height - height;\n if (height < 2) height = textHeight(display);\n if (diff > .001 || diff < -.001) {\n updateLineHeight(cur.line, height);\n updateWidgetHeight(cur.line);\n if (cur.rest) for (var j = 0; j < cur.rest.length; j++)\n updateWidgetHeight(cur.rest[j]);\n }\n }\n }\n\n // Read and store the height of line widgets associated with the\n // given line.\n function updateWidgetHeight(line) {\n if (line.widgets) for (var i = 0; i < line.widgets.length; ++i)\n line.widgets[i].height = line.widgets[i].node.offsetHeight;\n }\n\n // Do a bulk-read of the DOM positions and sizes needed to draw the\n // view, so that we don't interleave reading and writing to the DOM.\n function getDimensions(cm) {\n var d = cm.display, left = {}, width = {};\n for (var n = d.gutters.firstChild, i = 0; n; n = n.nextSibling, ++i) {\n left[cm.options.gutters[i]] = n.offsetLeft;\n width[cm.options.gutters[i]] = n.offsetWidth;\n }\n return {fixedPos: compensateForHScroll(d),\n gutterTotalWidth: d.gutters.offsetWidth,\n gutterLeft: left,\n gutterWidth: width,\n wrapperWidth: d.wrapper.clientWidth};\n }\n\n // Sync the actual display DOM structure with display.view, removing\n // nodes for lines that are no longer in view, and creating the ones\n // that are not there yet, and updating the ones that are out of\n // date.\n function patchDisplay(cm, updateNumbersFrom, dims) {\n var display = cm.display, lineNumbers = cm.options.lineNumbers;\n var container = display.lineDiv, cur = container.firstChild;\n\n function rm(node) {\n var next = node.nextSibling;\n // Works around a throw-scroll bug in OS X Webkit\n if (webkit && mac && cm.display.currentWheelTarget == node)\n node.style.display = \"none\";\n else\n node.parentNode.removeChild(node);\n return next;\n }\n\n var view = display.view, lineN = display.viewFrom;\n // Loop over the elements in the view, syncing cur (the DOM nodes\n // in display.lineDiv) with the view as we go.\n for (var i = 0; i < view.length; i++) {\n var lineView = view[i];\n if (lineView.hidden) {\n } else if (!lineView.node) { // Not drawn yet\n var node = buildLineElement(cm, lineView, lineN, dims);\n container.insertBefore(node, cur);\n } else { // Already drawn\n while (cur != lineView.node) cur = rm(cur);\n var updateNumber = lineNumbers && updateNumbersFrom != null &&\n updateNumbersFrom <= lineN && lineView.lineNumber;\n if (lineView.changes) {\n if (indexOf(lineView.changes, \"gutter\") > -1) updateNumber = false;\n updateLineForChanges(cm, lineView, lineN, dims);\n }\n if (updateNumber) {\n removeChildren(lineView.lineNumber);\n lineView.lineNumber.appendChild(document.createTextNode(lineNumberFor(cm.options, lineN)));\n }\n cur = lineView.node.nextSibling;\n }\n lineN += lineView.size;\n }\n while (cur) cur = rm(cur);\n }\n\n // When an aspect of a line changes, a string is added to\n // lineView.changes. This updates the relevant part of the line's\n // DOM structure.\n function updateLineForChanges(cm, lineView, lineN, dims) {\n for (var j = 0; j < lineView.changes.length; j++) {\n var type = lineView.changes[j];\n if (type == \"text\") updateLineText(cm, lineView);\n else if (type == \"gutter\") updateLineGutter(cm, lineView, lineN, dims);\n else if (type == \"class\") updateLineClasses(lineView);\n else if (type == \"widget\") updateLineWidgets(lineView, dims);\n }\n lineView.changes = null;\n }\n\n // Lines with gutter elements, widgets or a background class need to\n // be wrapped, and have the extra elements added to the wrapper div\n function ensureLineWrapped(lineView) {\n if (lineView.node == lineView.text) {\n lineView.node = elt(\"div\", null, null, \"position: relative\");\n if (lineView.text.parentNode)\n lineView.text.parentNode.replaceChild(lineView.node, lineView.text);\n lineView.node.appendChild(lineView.text);\n if (ie_upto7) lineView.node.style.zIndex = 2;\n }\n return lineView.node;\n }\n\n function updateLineBackground(lineView) {\n var cls = lineView.bgClass ? lineView.bgClass + \" \" + (lineView.line.bgClass || \"\") : lineView.line.bgClass;\n if (cls) cls += \" CodeMirror-linebackground\";\n if (lineView.background) {\n if (cls) lineView.background.className = cls;\n else { lineView.background.parentNode.removeChild(lineView.background); lineView.background = null; }\n } else if (cls) {\n var wrap = ensureLineWrapped(lineView);\n lineView.background = wrap.insertBefore(elt(\"div\", null, cls), wrap.firstChild);\n }\n }\n\n // Wrapper around buildLineContent which will reuse the structure\n // in display.externalMeasured when possible.\n function getLineContent(cm, lineView) {\n var ext = cm.display.externalMeasured;\n if (ext && ext.line == lineView.line) {\n cm.display.externalMeasured = null;\n lineView.measure = ext.measure;\n return ext.built;\n }\n return buildLineContent(cm, lineView);\n }\n\n // Redraw the line's text. Interacts with the background and text\n // classes because the mode may output tokens that influence these\n // classes.\n function updateLineText(cm, lineView) {\n var cls = lineView.text.className;\n var built = getLineContent(cm, lineView);\n if (lineView.text == lineView.node) lineView.node = built.pre;\n lineView.text.parentNode.replaceChild(built.pre, lineView.text);\n lineView.text = built.pre;\n if (built.bgClass != lineView.bgClass || built.textClass != lineView.textClass) {\n lineView.bgClass = built.bgClass;\n lineView.textClass = built.textClass;\n updateLineClasses(lineView);\n } else if (cls) {\n lineView.text.className = cls;\n }\n }\n\n function updateLineClasses(lineView) {\n updateLineBackground(lineView);\n if (lineView.line.wrapClass)\n ensureLineWrapped(lineView).className = lineView.line.wrapClass;\n else if (lineView.node != lineView.text)\n lineView.node.className = \"\";\n var textClass = lineView.textClass ? lineView.textClass + \" \" + (lineView.line.textClass || \"\") : lineView.line.textClass;\n lineView.text.className = textClass || \"\";\n }\n\n function updateLineGutter(cm, lineView, lineN, dims) {\n if (lineView.gutter) {\n lineView.node.removeChild(lineView.gutter);\n lineView.gutter = null;\n }\n var markers = lineView.line.gutterMarkers;\n if (cm.options.lineNumbers || markers) {\n var wrap = ensureLineWrapped(lineView);\n var gutterWrap = lineView.gutter =\n wrap.insertBefore(elt(\"div\", null, \"CodeMirror-gutter-wrapper\", \"position: absolute; left: \" +\n (cm.options.fixedGutter ? dims.fixedPos : -dims.gutterTotalWidth) + \"px\"),\n lineView.text);\n if (cm.options.lineNumbers && (!markers || !markers[\"CodeMirror-linenumbers\"]))\n lineView.lineNumber = gutterWrap.appendChild(\n elt(\"div\", lineNumberFor(cm.options, lineN),\n \"CodeMirror-linenumber CodeMirror-gutter-elt\",\n \"left: \" + dims.gutterLeft[\"CodeMirror-linenumbers\"] + \"px; width: \"\n + cm.display.lineNumInnerWidth + \"px\"));\n if (markers) for (var k = 0; k < cm.options.gutters.length; ++k) {\n var id = cm.options.gutters[k], found = markers.hasOwnProperty(id) && markers[id];\n if (found)\n gutterWrap.appendChild(elt(\"div\", [found], \"CodeMirror-gutter-elt\", \"left: \" +\n dims.gutterLeft[id] + \"px; width: \" + dims.gutterWidth[id] + \"px\"));\n }\n }\n }\n\n function updateLineWidgets(lineView, dims) {\n if (lineView.alignable) lineView.alignable = null;\n for (var node = lineView.node.firstChild, next; node; node = next) {\n var next = node.nextSibling;\n if (node.className == \"CodeMirror-linewidget\")\n lineView.node.removeChild(node);\n }\n insertLineWidgets(lineView, dims);\n }\n\n // Build a line's DOM representation from scratch\n function buildLineElement(cm, lineView, lineN, dims) {\n var built = getLineContent(cm, lineView);\n lineView.text = lineView.node = built.pre;\n if (built.bgClass) lineView.bgClass = built.bgClass;\n if (built.textClass) lineView.textClass = built.textClass;\n\n updateLineClasses(lineView);\n updateLineGutter(cm, lineView, lineN, dims);\n insertLineWidgets(lineView, dims);\n return lineView.node;\n }\n\n // A lineView may contain multiple logical lines (when merged by\n // collapsed spans). The widgets for all of them need to be drawn.\n function insertLineWidgets(lineView, dims) {\n insertLineWidgetsFor(lineView.line, lineView, dims, true);\n if (lineView.rest) for (var i = 0; i < lineView.rest.length; i++)\n insertLineWidgetsFor(lineView.rest[i], lineView, dims, false);\n }\n\n function insertLineWidgetsFor(line, lineView, dims, allowAbove) {\n if (!line.widgets) return;\n var wrap = ensureLineWrapped(lineView);\n for (var i = 0, ws = line.widgets; i < ws.length; ++i) {\n var widget = ws[i], node = elt(\"div\", [widget.node], \"CodeMirror-linewidget\");\n if (!widget.handleMouseEvents) node.ignoreEvents = true;\n positionLineWidget(widget, node, lineView, dims);\n if (allowAbove && widget.above)\n wrap.insertBefore(node, lineView.gutter || lineView.text);\n else\n wrap.appendChild(node);\n signalLater(widget, \"redraw\");\n }\n }\n\n function positionLineWidget(widget, node, lineView, dims) {\n if (widget.noHScroll) {\n (lineView.alignable || (lineView.alignable = [])).push(node);\n var width = dims.wrapperWidth;\n node.style.left = dims.fixedPos + \"px\";\n if (!widget.coverGutter) {\n width -= dims.gutterTotalWidth;\n node.style.paddingLeft = dims.gutterTotalWidth + \"px\";\n }\n node.style.width = width + \"px\";\n }\n if (widget.coverGutter) {\n node.style.zIndex = 5;\n node.style.position = \"relative\";\n if (!widget.noHScroll) node.style.marginLeft = -dims.gutterTotalWidth + \"px\";\n }\n }\n\n // POSITION OBJECT\n\n // A Pos instance represents a position within the text.\n var Pos = CodeMirror.Pos = function(line, ch) {\n if (!(this instanceof Pos)) return new Pos(line, ch);\n this.line = line; this.ch = ch;\n };\n\n // Compare two positions, return 0 if they are the same, a negative\n // number when a is less, and a positive number otherwise.\n var cmp = CodeMirror.cmpPos = function(a, b) { return a.line - b.line || a.ch - b.ch; };\n\n function copyPos(x) {return Pos(x.line, x.ch);}\n function maxPos(a, b) { return cmp(a, b) < 0 ? b : a; }\n function minPos(a, b) { return cmp(a, b) < 0 ? a : b; }\n\n // SELECTION / CURSOR\n\n // Selection objects are immutable. A new one is created every time\n // the selection changes. A selection is one or more non-overlapping\n // (and non-touching) ranges, sorted, and an integer that indicates\n // which one is the primary selection (the one that's scrolled into\n // view, that getCursor returns, etc).\n function Selection(ranges, primIndex) {\n this.ranges = ranges;\n this.primIndex = primIndex;\n }\n\n Selection.prototype = {\n primary: function() { return this.ranges[this.primIndex]; },\n equals: function(other) {\n if (other == this) return true;\n if (other.primIndex != this.primIndex || other.ranges.length != this.ranges.length) return false;\n for (var i = 0; i < this.ranges.length; i++) {\n var here = this.ranges[i], there = other.ranges[i];\n if (cmp(here.anchor, there.anchor) != 0 || cmp(here.head, there.head) != 0) return false;\n }\n return true;\n },\n deepCopy: function() {\n for (var out = [], i = 0; i < this.ranges.length; i++)\n out[i] = new Range(copyPos(this.ranges[i].anchor), copyPos(this.ranges[i].head));\n return new Selection(out, this.primIndex);\n },\n somethingSelected: function() {\n for (var i = 0; i < this.ranges.length; i++)\n if (!this.ranges[i].empty()) return true;\n return false;\n },\n contains: function(pos, end) {\n if (!end) end = pos;\n for (var i = 0; i < this.ranges.length; i++) {\n var range = this.ranges[i];\n if (cmp(end, range.from()) >= 0 && cmp(pos, range.to()) <= 0)\n return i;\n }\n return -1;\n }\n };\n\n function Range(anchor, head) {\n this.anchor = anchor; this.head = head;\n }\n\n Range.prototype = {\n from: function() { return minPos(this.anchor, this.head); },\n to: function() { return maxPos(this.anchor, this.head); },\n empty: function() {\n return this.head.line == this.anchor.line && this.head.ch == this.anchor.ch;\n }\n };\n\n // Take an unsorted, potentially overlapping set of ranges, and\n // build a selection out of it. 'Consumes' ranges array (modifying\n // it).\n function normalizeSelection(ranges, primIndex) {\n var prim = ranges[primIndex];\n ranges.sort(function(a, b) { return cmp(a.from(), b.from()); });\n primIndex = indexOf(ranges, prim);\n for (var i = 1; i < ranges.length; i++) {\n var cur = ranges[i], prev = ranges[i - 1];\n if (cmp(prev.to(), cur.from()) >= 0) {\n var from = minPos(prev.from(), cur.from()), to = maxPos(prev.to(), cur.to());\n var inv = prev.empty() ? cur.from() == cur.head : prev.from() == prev.head;\n if (i <= primIndex) --primIndex;\n ranges.splice(--i, 2, new Range(inv ? to : from, inv ? from : to));\n }\n }\n return new Selection(ranges, primIndex);\n }\n\n function simpleSelection(anchor, head) {\n return new Selection([new Range(anchor, head || anchor)], 0);\n }\n\n // Most of the external API clips given positions to make sure they\n // actually exist within the document.\n function clipLine(doc, n) {return Math.max(doc.first, Math.min(n, doc.first + doc.size - 1));}\n function clipPos(doc, pos) {\n if (pos.line < doc.first) return Pos(doc.first, 0);\n var last = doc.first + doc.size - 1;\n if (pos.line > last) return Pos(last, getLine(doc, last).text.length);\n return clipToLen(pos, getLine(doc, pos.line).text.length);\n }\n function clipToLen(pos, linelen) {\n var ch = pos.ch;\n if (ch == null || ch > linelen) return Pos(pos.line, linelen);\n else if (ch < 0) return Pos(pos.line, 0);\n else return pos;\n }\n function isLine(doc, l) {return l >= doc.first && l < doc.first + doc.size;}\n function clipPosArray(doc, array) {\n for (var out = [], i = 0; i < array.length; i++) out[i] = clipPos(doc, array[i]);\n return out;\n }\n\n // SELECTION UPDATES\n\n // The 'scroll' parameter given to many of these indicated whether\n // the new cursor position should be scrolled into view after\n // modifying the selection.\n\n // If shift is held or the extend flag is set, extends a range to\n // include a given position (and optionally a second position).\n // Otherwise, simply returns the range between the given positions.\n // Used for cursor motion and such.\n function extendRange(doc, range, head, other) {\n if (doc.cm && doc.cm.display.shift || doc.extend) {\n var anchor = range.anchor;\n if (other) {\n var posBefore = cmp(head, anchor) < 0;\n if (posBefore != (cmp(other, anchor) < 0)) {\n anchor = head;\n head = other;\n } else if (posBefore != (cmp(head, other) < 0)) {\n head = other;\n }\n }\n return new Range(anchor, head);\n } else {\n return new Range(other || head, head);\n }\n }\n\n // Extend the primary selection range, discard the rest.\n function extendSelection(doc, head, other, options) {\n setSelection(doc, new Selection([extendRange(doc, doc.sel.primary(), head, other)], 0), options);\n }\n\n // Extend all selections (pos is an array of selections with length\n // equal the number of selections)\n function extendSelections(doc, heads, options) {\n for (var out = [], i = 0; i < doc.sel.ranges.length; i++)\n out[i] = extendRange(doc, doc.sel.ranges[i], heads[i], null);\n var newSel = normalizeSelection(out, doc.sel.primIndex);\n setSelection(doc, newSel, options);\n }\n\n // Updates a single range in the selection.\n function replaceOneSelection(doc, i, range, options) {\n var ranges = doc.sel.ranges.slice(0);\n ranges[i] = range;\n setSelection(doc, normalizeSelection(ranges, doc.sel.primIndex), options);\n }\n\n // Reset the selection to a single range.\n function setSimpleSelection(doc, anchor, head, options) {\n setSelection(doc, simpleSelection(anchor, head), options);\n }\n\n // Give beforeSelectionChange handlers a change to influence a\n // selection update.\n function filterSelectionChange(doc, sel) {\n var obj = {\n ranges: sel.ranges,\n update: function(ranges) {\n this.ranges = [];\n for (var i = 0; i < ranges.length; i++)\n this.ranges[i] = new Range(clipPos(doc, ranges[i].anchor),\n clipPos(doc, ranges[i].head));\n }\n };\n signal(doc, \"beforeSelectionChange\", doc, obj);\n if (doc.cm) signal(doc.cm, \"beforeSelectionChange\", doc.cm, obj);\n if (obj.ranges != sel.ranges) return normalizeSelection(obj.ranges, obj.ranges.length - 1);\n else return sel;\n }\n\n function setSelectionReplaceHistory(doc, sel, options) {\n var done = doc.history.done, last = lst(done);\n if (last && last.ranges) {\n done[done.length - 1] = sel;\n setSelectionNoUndo(doc, sel, options);\n } else {\n setSelection(doc, sel, options);\n }\n }\n\n // Set a new selection.\n function setSelection(doc, sel, options) {\n setSelectionNoUndo(doc, sel, options);\n addSelectionToHistory(doc, doc.sel, doc.cm ? doc.cm.curOp.id : NaN, options);\n }\n\n function setSelectionNoUndo(doc, sel, options) {\n if (hasHandler(doc, \"beforeSelectionChange\") || doc.cm && hasHandler(doc.cm, \"beforeSelectionChange\"))\n sel = filterSelectionChange(doc, sel);\n\n var bias = cmp(sel.primary().head, doc.sel.primary().head) < 0 ? -1 : 1;\n setSelectionInner(doc, skipAtomicInSelection(doc, sel, bias, true));\n\n if (!(options && options.scroll === false) && doc.cm)\n ensureCursorVisible(doc.cm);\n }\n\n function setSelectionInner(doc, sel) {\n if (sel.equals(doc.sel)) return;\n\n doc.sel = sel;\n\n if (doc.cm) {\n doc.cm.curOp.updateInput = doc.cm.curOp.selectionChanged = true;\n signalCursorActivity(doc.cm);\n }\n signalLater(doc, \"cursorActivity\", doc);\n }\n\n // Verify that the selection does not partially select any atomic\n // marked ranges.\n function reCheckSelection(doc) {\n setSelectionInner(doc, skipAtomicInSelection(doc, doc.sel, null, false), sel_dontScroll);\n }\n\n // Return a selection that does not partially select any atomic\n // ranges.\n function skipAtomicInSelection(doc, sel, bias, mayClear) {\n var out;\n for (var i = 0; i < sel.ranges.length; i++) {\n var range = sel.ranges[i];\n var newAnchor = skipAtomic(doc, range.anchor, bias, mayClear);\n var newHead = skipAtomic(doc, range.head, bias, mayClear);\n if (out || newAnchor != range.anchor || newHead != range.head) {\n if (!out) out = sel.ranges.slice(0, i);\n out[i] = new Range(newAnchor, newHead);\n }\n }\n return out ? normalizeSelection(out, sel.primIndex) : sel;\n }\n\n // Ensure a given position is not inside an atomic range.\n function skipAtomic(doc, pos, bias, mayClear) {\n var flipped = false, curPos = pos;\n var dir = bias || 1;\n doc.cantEdit = false;\n search: for (;;) {\n var line = getLine(doc, curPos.line);\n if (line.markedSpans) {\n for (var i = 0; i < line.markedSpans.length; ++i) {\n var sp = line.markedSpans[i], m = sp.marker;\n if ((sp.from == null || (m.inclusiveLeft ? sp.from <= curPos.ch : sp.from < curPos.ch)) &&\n (sp.to == null || (m.inclusiveRight ? sp.to >= curPos.ch : sp.to > curPos.ch))) {\n if (mayClear) {\n signal(m, \"beforeCursorEnter\");\n if (m.explicitlyCleared) {\n if (!line.markedSpans) break;\n else {--i; continue;}\n }\n }\n if (!m.atomic) continue;\n var newPos = m.find(dir < 0 ? -1 : 1);\n if (cmp(newPos, curPos) == 0) {\n newPos.ch += dir;\n if (newPos.ch < 0) {\n if (newPos.line > doc.first) newPos = clipPos(doc, Pos(newPos.line - 1));\n else newPos = null;\n } else if (newPos.ch > line.text.length) {\n if (newPos.line < doc.first + doc.size - 1) newPos = Pos(newPos.line + 1, 0);\n else newPos = null;\n }\n if (!newPos) {\n if (flipped) {\n // Driven in a corner -- no valid cursor position found at all\n // -- try again *with* clearing, if we didn't already\n if (!mayClear) return skipAtomic(doc, pos, bias, true);\n // Otherwise, turn off editing until further notice, and return the start of the doc\n doc.cantEdit = true;\n return Pos(doc.first, 0);\n }\n flipped = true; newPos = pos; dir = -dir;\n }\n }\n curPos = newPos;\n continue search;\n }\n }\n }\n return curPos;\n }\n }\n\n // SELECTION DRAWING\n\n // Redraw the selection and/or cursor\n function updateSelection(cm) {\n var display = cm.display, doc = cm.doc;\n var curFragment = document.createDocumentFragment();\n var selFragment = document.createDocumentFragment();\n\n for (var i = 0; i < doc.sel.ranges.length; i++) {\n var range = doc.sel.ranges[i];\n var collapsed = range.empty();\n if (collapsed || cm.options.showCursorWhenSelecting)\n drawSelectionCursor(cm, range, curFragment);\n if (!collapsed)\n drawSelectionRange(cm, range, selFragment);\n }\n\n // Move the hidden textarea near the cursor to prevent scrolling artifacts\n if (cm.options.moveInputWithCursor) {\n var headPos = cursorCoords(cm, doc.sel.primary().head, \"div\");\n var wrapOff = display.wrapper.getBoundingClientRect(), lineOff = display.lineDiv.getBoundingClientRect();\n var top = Math.max(0, Math.min(display.wrapper.clientHeight - 10,\n headPos.top + lineOff.top - wrapOff.top));\n var left = Math.max(0, Math.min(display.wrapper.clientWidth - 10,\n headPos.left + lineOff.left - wrapOff.left));\n display.inputDiv.style.top = top + \"px\";\n display.inputDiv.style.left = left + \"px\";\n }\n\n removeChildrenAndAdd(display.cursorDiv, curFragment);\n removeChildrenAndAdd(display.selectionDiv, selFragment);\n }\n\n // Draws a cursor for the given range\n function drawSelectionCursor(cm, range, output) {\n var pos = cursorCoords(cm, range.head, \"div\");\n\n var cursor = output.appendChild(elt(\"div\", \"\\u00a0\", \"CodeMirror-cursor\"));\n cursor.style.left = pos.left + \"px\";\n cursor.style.top = pos.top + \"px\";\n cursor.style.height = Math.max(0, pos.bottom - pos.top) * cm.options.cursorHeight + \"px\";\n\n if (pos.other) {\n // Secondary cursor, shown when on a 'jump' in bi-directional text\n var otherCursor = output.appendChild(elt(\"div\", \"\\u00a0\", \"CodeMirror-cursor CodeMirror-secondarycursor\"));\n otherCursor.style.display = \"\";\n otherCursor.style.left = pos.other.left + \"px\";\n otherCursor.style.top = pos.other.top + \"px\";\n otherCursor.style.height = (pos.other.bottom - pos.other.top) * .85 + \"px\";\n }\n }\n\n // Draws the given range as a highlighted selection\n function drawSelectionRange(cm, range, output) {\n var display = cm.display, doc = cm.doc;\n var fragment = document.createDocumentFragment();\n var padding = paddingH(cm.display), leftSide = padding.left, rightSide = display.lineSpace.offsetWidth - padding.right;\n\n function add(left, top, width, bottom) {\n if (top < 0) top = 0;\n top = Math.round(top);\n bottom = Math.round(bottom);\n fragment.appendChild(elt(\"div\", null, \"CodeMirror-selected\", \"position: absolute; left: \" + left +\n \"px; top: \" + top + \"px; width: \" + (width == null ? rightSide - left : width) +\n \"px; height: \" + (bottom - top) + \"px\"));\n }\n\n function drawForLine(line, fromArg, toArg) {\n var lineObj = getLine(doc, line);\n var lineLen = lineObj.text.length;\n var start, end;\n function coords(ch, bias) {\n return charCoords(cm, Pos(line, ch), \"div\", lineObj, bias);\n }\n\n iterateBidiSections(getOrder(lineObj), fromArg || 0, toArg == null ? lineLen : toArg, function(from, to, dir) {\n var leftPos = coords(from, \"left\"), rightPos, left, right;\n if (from == to) {\n rightPos = leftPos;\n left = right = leftPos.left;\n } else {\n rightPos = coords(to - 1, \"right\");\n if (dir == \"rtl\") { var tmp = leftPos; leftPos = rightPos; rightPos = tmp; }\n left = leftPos.left;\n right = rightPos.right;\n }\n if (fromArg == null && from == 0) left = leftSide;\n if (rightPos.top - leftPos.top > 3) { // Different lines, draw top part\n add(left, leftPos.top, null, leftPos.bottom);\n left = leftSide;\n if (leftPos.bottom < rightPos.top) add(left, leftPos.bottom, null, rightPos.top);\n }\n if (toArg == null && to == lineLen) right = rightSide;\n if (!start || leftPos.top < start.top || leftPos.top == start.top && leftPos.left < start.left)\n start = leftPos;\n if (!end || rightPos.bottom > end.bottom || rightPos.bottom == end.bottom && rightPos.right > end.right)\n end = rightPos;\n if (left < leftSide + 1) left = leftSide;\n add(left, rightPos.top, right - left, rightPos.bottom);\n });\n return {start: start, end: end};\n }\n\n var sFrom = range.from(), sTo = range.to();\n if (sFrom.line == sTo.line) {\n drawForLine(sFrom.line, sFrom.ch, sTo.ch);\n } else {\n var fromLine = getLine(doc, sFrom.line), toLine = getLine(doc, sTo.line);\n var singleVLine = visualLine(fromLine) == visualLine(toLine);\n var leftEnd = drawForLine(sFrom.line, sFrom.ch, singleVLine ? fromLine.text.length + 1 : null).end;\n var rightStart = drawForLine(sTo.line, singleVLine ? 0 : null, sTo.ch).start;\n if (singleVLine) {\n if (leftEnd.top < rightStart.top - 2) {\n add(leftEnd.right, leftEnd.top, null, leftEnd.bottom);\n add(leftSide, rightStart.top, rightStart.left, rightStart.bottom);\n } else {\n add(leftEnd.right, leftEnd.top, rightStart.left - leftEnd.right, leftEnd.bottom);\n }\n }\n if (leftEnd.bottom < rightStart.top)\n add(leftSide, leftEnd.bottom, null, rightStart.top);\n }\n\n output.appendChild(fragment);\n }\n\n // Cursor-blinking\n function restartBlink(cm) {\n if (!cm.state.focused) return;\n var display = cm.display;\n clearInterval(display.blinker);\n var on = true;\n display.cursorDiv.style.visibility = \"\";\n if (cm.options.cursorBlinkRate > 0)\n display.blinker = setInterval(function() {\n display.cursorDiv.style.visibility = (on = !on) ? \"\" : \"hidden\";\n }, cm.options.cursorBlinkRate);\n }\n\n // HIGHLIGHT WORKER\n\n function startWorker(cm, time) {\n if (cm.doc.mode.startState && cm.doc.frontier < cm.display.viewTo)\n cm.state.highlight.set(time, bind(highlightWorker, cm));\n }\n\n function highlightWorker(cm) {\n var doc = cm.doc;\n if (doc.frontier < doc.first) doc.frontier = doc.first;\n if (doc.frontier >= cm.display.viewTo) return;\n var end = +new Date + cm.options.workTime;\n var state = copyState(doc.mode, getStateBefore(cm, doc.frontier));\n\n runInOp(cm, function() {\n doc.iter(doc.frontier, Math.min(doc.first + doc.size, cm.display.viewTo + 500), function(line) {\n if (doc.frontier >= cm.display.viewFrom) { // Visible\n var oldStyles = line.styles;\n var highlighted = highlightLine(cm, line, state, true);\n line.styles = highlighted.styles;\n if (highlighted.classes) line.styleClasses = highlighted.classes;\n else if (line.styleClasses) line.styleClasses = null;\n var ischange = !oldStyles || oldStyles.length != line.styles.length;\n for (var i = 0; !ischange && i < oldStyles.length; ++i) ischange = oldStyles[i] != line.styles[i];\n if (ischange) regLineChange(cm, doc.frontier, \"text\");\n line.stateAfter = copyState(doc.mode, state);\n } else {\n processLine(cm, line.text, state);\n line.stateAfter = doc.frontier % 5 == 0 ? copyState(doc.mode, state) : null;\n }\n ++doc.frontier;\n if (+new Date > end) {\n startWorker(cm, cm.options.workDelay);\n return true;\n }\n });\n });\n }\n\n // Finds the line to start with when starting a parse. Tries to\n // find a line with a stateAfter, so that it can start with a\n // valid state. If that fails, it returns the line with the\n // smallest indentation, which tends to need the least context to\n // parse correctly.\n function findStartLine(cm, n, precise) {\n var minindent, minline, doc = cm.doc;\n var lim = precise ? -1 : n - (cm.doc.mode.innerMode ? 1000 : 100);\n for (var search = n; search > lim; --search) {\n if (search <= doc.first) return doc.first;\n var line = getLine(doc, search - 1);\n if (line.stateAfter && (!precise || search <= doc.frontier)) return search;\n var indented = countColumn(line.text, null, cm.options.tabSize);\n if (minline == null || minindent > indented) {\n minline = search - 1;\n minindent = indented;\n }\n }\n return minline;\n }\n\n function getStateBefore(cm, n, precise) {\n var doc = cm.doc, display = cm.display;\n if (!doc.mode.startState) return true;\n var pos = findStartLine(cm, n, precise), state = pos > doc.first && getLine(doc, pos-1).stateAfter;\n if (!state) state = startState(doc.mode);\n else state = copyState(doc.mode, state);\n doc.iter(pos, n, function(line) {\n processLine(cm, line.text, state);\n var save = pos == n - 1 || pos % 5 == 0 || pos >= display.viewFrom && pos < display.viewTo;\n line.stateAfter = save ? copyState(doc.mode, state) : null;\n ++pos;\n });\n if (precise) doc.frontier = pos;\n return state;\n }\n\n // POSITION MEASUREMENT\n\n function paddingTop(display) {return display.lineSpace.offsetTop;}\n function paddingVert(display) {return display.mover.offsetHeight - display.lineSpace.offsetHeight;}\n function paddingH(display) {\n if (display.cachedPaddingH) return display.cachedPaddingH;\n var e = removeChildrenAndAdd(display.measure, elt(\"pre\", \"x\"));\n var style = window.getComputedStyle ? window.getComputedStyle(e) : e.currentStyle;\n var data = {left: parseInt(style.paddingLeft), right: parseInt(style.paddingRight)};\n if (!isNaN(data.left) && !isNaN(data.right)) display.cachedPaddingH = data;\n return data;\n }\n\n // Ensure the lineView.wrapping.heights array is populated. This is\n // an array of bottom offsets for the lines that make up a drawn\n // line. When lineWrapping is on, there might be more than one\n // height.\n function ensureLineHeights(cm, lineView, rect) {\n var wrapping = cm.options.lineWrapping;\n var curWidth = wrapping && cm.display.scroller.clientWidth;\n if (!lineView.measure.heights || wrapping && lineView.measure.width != curWidth) {\n var heights = lineView.measure.heights = [];\n if (wrapping) {\n lineView.measure.width = curWidth;\n var rects = lineView.text.firstChild.getClientRects();\n for (var i = 0; i < rects.length - 1; i++) {\n var cur = rects[i], next = rects[i + 1];\n if (Math.abs(cur.bottom - next.bottom) > 2)\n heights.push((cur.bottom + next.top) / 2 - rect.top);\n }\n }\n heights.push(rect.bottom - rect.top);\n }\n }\n\n // Find a line map (mapping character offsets to text nodes) and a\n // measurement cache for the given line number. (A line view might\n // contain multiple lines when collapsed ranges are present.)\n function mapFromLineView(lineView, line, lineN) {\n if (lineView.line == line)\n return {map: lineView.measure.map, cache: lineView.measure.cache};\n for (var i = 0; i < lineView.rest.length; i++)\n if (lineView.rest[i] == line)\n return {map: lineView.measure.maps[i], cache: lineView.measure.caches[i]};\n for (var i = 0; i < lineView.rest.length; i++)\n if (lineNo(lineView.rest[i]) > lineN)\n return {map: lineView.measure.maps[i], cache: lineView.measure.caches[i], before: true};\n }\n\n // Render a line into the hidden node display.externalMeasured. Used\n // when measurement is needed for a line that's not in the viewport.\n function updateExternalMeasurement(cm, line) {\n line = visualLine(line);\n var lineN = lineNo(line);\n var view = cm.display.externalMeasured = new LineView(cm.doc, line, lineN);\n view.lineN = lineN;\n var built = view.built = buildLineContent(cm, view);\n view.text = built.pre;\n removeChildrenAndAdd(cm.display.lineMeasure, built.pre);\n return view;\n }\n\n // Get a {top, bottom, left, right} box (in line-local coordinates)\n // for a given character.\n function measureChar(cm, line, ch, bias) {\n return measureCharPrepared(cm, prepareMeasureForLine(cm, line), ch, bias);\n }\n\n // Find a line view that corresponds to the given line number.\n function findViewForLine(cm, lineN) {\n if (lineN >= cm.display.viewFrom && lineN < cm.display.viewTo)\n return cm.display.view[findViewIndex(cm, lineN)];\n var ext = cm.display.externalMeasured;\n if (ext && lineN >= ext.lineN && lineN < ext.lineN + ext.size)\n return ext;\n }\n\n // Measurement can be split in two steps, the set-up work that\n // applies to the whole line, and the measurement of the actual\n // character. Functions like coordsChar, that need to do a lot of\n // measurements in a row, can thus ensure that the set-up work is\n // only done once.\n function prepareMeasureForLine(cm, line) {\n var lineN = lineNo(line);\n var view = findViewForLine(cm, lineN);\n if (view && !view.text)\n view = null;\n else if (view && view.changes)\n updateLineForChanges(cm, view, lineN, getDimensions(cm));\n if (!view)\n view = updateExternalMeasurement(cm, line);\n\n var info = mapFromLineView(view, line, lineN);\n return {\n line: line, view: view, rect: null,\n map: info.map, cache: info.cache, before: info.before,\n hasHeights: false\n };\n }\n\n // Given a prepared measurement object, measures the position of an\n // actual character (or fetches it from the cache).\n function measureCharPrepared(cm, prepared, ch, bias) {\n if (prepared.before) ch = -1;\n var key = ch + (bias || \"\"), found;\n if (prepared.cache.hasOwnProperty(key)) {\n found = prepared.cache[key];\n } else {\n if (!prepared.rect)\n prepared.rect = prepared.view.text.getBoundingClientRect();\n if (!prepared.hasHeights) {\n ensureLineHeights(cm, prepared.view, prepared.rect);\n prepared.hasHeights = true;\n }\n found = measureCharInner(cm, prepared, ch, bias);\n if (!found.bogus) prepared.cache[key] = found;\n }\n return {left: found.left, right: found.right, top: found.top, bottom: found.bottom};\n }\n\n var nullRect = {left: 0, right: 0, top: 0, bottom: 0};\n\n function measureCharInner(cm, prepared, ch, bias) {\n var map = prepared.map;\n\n var node, start, end, collapse;\n // First, search the line map for the text node corresponding to,\n // or closest to, the target character.\n for (var i = 0; i < map.length; i += 3) {\n var mStart = map[i], mEnd = map[i + 1];\n if (ch < mStart) {\n start = 0; end = 1;\n collapse = \"left\";\n } else if (ch < mEnd) {\n start = ch - mStart;\n end = start + 1;\n } else if (i == map.length - 3 || ch == mEnd && map[i + 3] > ch) {\n end = mEnd - mStart;\n start = end - 1;\n if (ch >= mEnd) collapse = \"right\";\n }\n if (start != null) {\n node = map[i + 2];\n if (mStart == mEnd && bias == (node.insertLeft ? \"left\" : \"right\"))\n collapse = bias;\n if (bias == \"left\" && start == 0)\n while (i && map[i - 2] == map[i - 3] && map[i - 1].insertLeft) {\n node = map[(i -= 3) + 2];\n collapse = \"left\";\n }\n if (bias == \"right\" && start == mEnd - mStart)\n while (i < map.length - 3 && map[i + 3] == map[i + 4] && !map[i + 5].insertLeft) {\n node = map[(i += 3) + 2];\n collapse = \"right\";\n }\n break;\n }\n }\n\n var rect;\n if (node.nodeType == 3) { // If it is a text node, use a range to retrieve the coordinates.\n while (start && isExtendingChar(prepared.line.text.charAt(mStart + start))) --start;\n while (mStart + end < mEnd && isExtendingChar(prepared.line.text.charAt(mStart + end))) ++end;\n if (ie_upto8 && start == 0 && end == mEnd - mStart) {\n rect = node.parentNode.getBoundingClientRect();\n } else if (ie && cm.options.lineWrapping) {\n var rects = range(node, start, end).getClientRects();\n if (rects.length)\n rect = rects[bias == \"right\" ? rects.length - 1 : 0];\n else\n rect = nullRect;\n } else {\n rect = range(node, start, end).getBoundingClientRect() || nullRect;\n }\n } else { // If it is a widget, simply get the box for the whole widget.\n if (start > 0) collapse = bias = \"right\";\n var rects;\n if (cm.options.lineWrapping && (rects = node.getClientRects()).length > 1)\n rect = rects[bias == \"right\" ? rects.length - 1 : 0];\n else\n rect = node.getBoundingClientRect();\n }\n if (ie_upto8 && !start && (!rect || !rect.left && !rect.right)) {\n var rSpan = node.parentNode.getClientRects()[0];\n if (rSpan)\n rect = {left: rSpan.left, right: rSpan.left + charWidth(cm.display), top: rSpan.top, bottom: rSpan.bottom};\n else\n rect = nullRect;\n }\n\n var top, bot = (rect.bottom + rect.top) / 2 - prepared.rect.top;\n var heights = prepared.view.measure.heights;\n for (var i = 0; i < heights.length - 1; i++)\n if (bot < heights[i]) break;\n top = i ? heights[i - 1] : 0; bot = heights[i];\n var result = {left: (collapse == \"right\" ? rect.right : rect.left) - prepared.rect.left,\n right: (collapse == \"left\" ? rect.left : rect.right) - prepared.rect.left,\n top: top, bottom: bot};\n if (!rect.left && !rect.right) result.bogus = true;\n return result;\n }\n\n function clearLineMeasurementCacheFor(lineView) {\n if (lineView.measure) {\n lineView.measure.cache = {};\n lineView.measure.heights = null;\n if (lineView.rest) for (var i = 0; i < lineView.rest.length; i++)\n lineView.measure.caches[i] = {};\n }\n }\n\n function clearLineMeasurementCache(cm) {\n cm.display.externalMeasure = null;\n removeChildren(cm.display.lineMeasure);\n for (var i = 0; i < cm.display.view.length; i++)\n clearLineMeasurementCacheFor(cm.display.view[i]);\n }\n\n function clearCaches(cm) {\n clearLineMeasurementCache(cm);\n cm.display.cachedCharWidth = cm.display.cachedTextHeight = cm.display.cachedPaddingH = null;\n if (!cm.options.lineWrapping) cm.display.maxLineChanged = true;\n cm.display.lineNumChars = null;\n }\n\n function pageScrollX() { return window.pageXOffset || (document.documentElement || document.body).scrollLeft; }\n function pageScrollY() { return window.pageYOffset || (document.documentElement || document.body).scrollTop; }\n\n // Converts a {top, bottom, left, right} box from line-local\n // coordinates into another coordinate system. Context may be one of\n // \"line\", \"div\" (display.lineDiv), \"local\"/null (editor), or \"page\".\n function intoCoordSystem(cm, lineObj, rect, context) {\n if (lineObj.widgets) for (var i = 0; i < lineObj.widgets.length; ++i) if (lineObj.widgets[i].above) {\n var size = widgetHeight(lineObj.widgets[i]);\n rect.top += size; rect.bottom += size;\n }\n if (context == \"line\") return rect;\n if (!context) context = \"local\";\n var yOff = heightAtLine(lineObj);\n if (context == \"local\") yOff += paddingTop(cm.display);\n else yOff -= cm.display.viewOffset;\n if (context == \"page\" || context == \"window\") {\n var lOff = cm.display.lineSpace.getBoundingClientRect();\n yOff += lOff.top + (context == \"window\" ? 0 : pageScrollY());\n var xOff = lOff.left + (context == \"window\" ? 0 : pageScrollX());\n rect.left += xOff; rect.right += xOff;\n }\n rect.top += yOff; rect.bottom += yOff;\n return rect;\n }\n\n // Coverts a box from \"div\" coords to another coordinate system.\n // Context may be \"window\", \"page\", \"div\", or \"local\"/null.\n function fromCoordSystem(cm, coords, context) {\n if (context == \"div\") return coords;\n var left = coords.left, top = coords.top;\n // First move into \"page\" coordinate system\n if (context == \"page\") {\n left -= pageScrollX();\n top -= pageScrollY();\n } else if (context == \"local\" || !context) {\n var localBox = cm.display.sizer.getBoundingClientRect();\n left += localBox.left;\n top += localBox.top;\n }\n\n var lineSpaceBox = cm.display.lineSpace.getBoundingClientRect();\n return {left: left - lineSpaceBox.left, top: top - lineSpaceBox.top};\n }\n\n function charCoords(cm, pos, context, lineObj, bias) {\n if (!lineObj) lineObj = getLine(cm.doc, pos.line);\n return intoCoordSystem(cm, lineObj, measureChar(cm, lineObj, pos.ch, bias), context);\n }\n\n // Returns a box for a given cursor position, which may have an\n // 'other' property containing the position of the secondary cursor\n // on a bidi boundary.\n function cursorCoords(cm, pos, context, lineObj, preparedMeasure) {\n lineObj = lineObj || getLine(cm.doc, pos.line);\n if (!preparedMeasure) preparedMeasure = prepareMeasureForLine(cm, lineObj);\n function get(ch, right) {\n var m = measureCharPrepared(cm, preparedMeasure, ch, right ? \"right\" : \"left\");\n if (right) m.left = m.right; else m.right = m.left;\n return intoCoordSystem(cm, lineObj, m, context);\n }\n function getBidi(ch, partPos) {\n var part = order[partPos], right = part.level % 2;\n if (ch == bidiLeft(part) && partPos && part.level < order[partPos - 1].level) {\n part = order[--partPos];\n ch = bidiRight(part) - (part.level % 2 ? 0 : 1);\n right = true;\n } else if (ch == bidiRight(part) && partPos < order.length - 1 && part.level < order[partPos + 1].level) {\n part = order[++partPos];\n ch = bidiLeft(part) - part.level % 2;\n right = false;\n }\n if (right && ch == part.to && ch > part.from) return get(ch - 1);\n return get(ch, right);\n }\n var order = getOrder(lineObj), ch = pos.ch;\n if (!order) return get(ch);\n var partPos = getBidiPartAt(order, ch);\n var val = getBidi(ch, partPos);\n if (bidiOther != null) val.other = getBidi(ch, bidiOther);\n return val;\n }\n\n // Used to cheaply estimate the coordinates for a position. Used for\n // intermediate scroll updates.\n function estimateCoords(cm, pos) {\n var left = 0, pos = clipPos(cm.doc, pos);\n if (!cm.options.lineWrapping) left = charWidth(cm.display) * pos.ch;\n var lineObj = getLine(cm.doc, pos.line);\n var top = heightAtLine(lineObj) + paddingTop(cm.display);\n return {left: left, right: left, top: top, bottom: top + lineObj.height};\n }\n\n // Positions returned by coordsChar contain some extra information.\n // xRel is the relative x position of the input coordinates compared\n // to the found position (so xRel > 0 means the coordinates are to\n // the right of the character position, for example). When outside\n // is true, that means the coordinates lie outside the line's\n // vertical range.\n function PosWithInfo(line, ch, outside, xRel) {\n var pos = Pos(line, ch);\n pos.xRel = xRel;\n if (outside) pos.outside = true;\n return pos;\n }\n\n // Compute the character position closest to the given coordinates.\n // Input must be lineSpace-local (\"div\" coordinate system).\n function coordsChar(cm, x, y) {\n var doc = cm.doc;\n y += cm.display.viewOffset;\n if (y < 0) return PosWithInfo(doc.first, 0, true, -1);\n var lineN = lineAtHeight(doc, y), last = doc.first + doc.size - 1;\n if (lineN > last)\n return PosWithInfo(doc.first + doc.size - 1, getLine(doc, last).text.length, true, 1);\n if (x < 0) x = 0;\n\n var lineObj = getLine(doc, lineN);\n for (;;) {\n var found = coordsCharInner(cm, lineObj, lineN, x, y);\n var merged = collapsedSpanAtEnd(lineObj);\n var mergedPos = merged && merged.find(0, true);\n if (merged && (found.ch > mergedPos.from.ch || found.ch == mergedPos.from.ch && found.xRel > 0))\n lineN = lineNo(lineObj = mergedPos.to.line);\n else\n return found;\n }\n }\n\n function coordsCharInner(cm, lineObj, lineNo, x, y) {\n var innerOff = y - heightAtLine(lineObj);\n var wrongLine = false, adjust = 2 * cm.display.wrapper.clientWidth;\n var preparedMeasure = prepareMeasureForLine(cm, lineObj);\n\n function getX(ch) {\n var sp = cursorCoords(cm, Pos(lineNo, ch), \"line\", lineObj, preparedMeasure);\n wrongLine = true;\n if (innerOff > sp.bottom) return sp.left - adjust;\n else if (innerOff < sp.top) return sp.left + adjust;\n else wrongLine = false;\n return sp.left;\n }\n\n var bidi = getOrder(lineObj), dist = lineObj.text.length;\n var from = lineLeft(lineObj), to = lineRight(lineObj);\n var fromX = getX(from), fromOutside = wrongLine, toX = getX(to), toOutside = wrongLine;\n\n if (x > toX) return PosWithInfo(lineNo, to, toOutside, 1);\n // Do a binary search between these bounds.\n for (;;) {\n if (bidi ? to == from || to == moveVisually(lineObj, from, 1) : to - from <= 1) {\n var ch = x < fromX || x - fromX <= toX - x ? from : to;\n var xDiff = x - (ch == from ? fromX : toX);\n while (isExtendingChar(lineObj.text.charAt(ch))) ++ch;\n var pos = PosWithInfo(lineNo, ch, ch == from ? fromOutside : toOutside,\n xDiff < -1 ? -1 : xDiff > 1 ? 1 : 0);\n return pos;\n }\n var step = Math.ceil(dist / 2), middle = from + step;\n if (bidi) {\n middle = from;\n for (var i = 0; i < step; ++i) middle = moveVisually(lineObj, middle, 1);\n }\n var middleX = getX(middle);\n if (middleX > x) {to = middle; toX = middleX; if (toOutside = wrongLine) toX += 1000; dist = step;}\n else {from = middle; fromX = middleX; fromOutside = wrongLine; dist -= step;}\n }\n }\n\n var measureText;\n // Compute the default text height.\n function textHeight(display) {\n if (display.cachedTextHeight != null) return display.cachedTextHeight;\n if (measureText == null) {\n measureText = elt(\"pre\");\n // Measure a bunch of lines, for browsers that compute\n // fractional heights.\n for (var i = 0; i < 49; ++i) {\n measureText.appendChild(document.createTextNode(\"x\"));\n measureText.appendChild(elt(\"br\"));\n }\n measureText.appendChild(document.createTextNode(\"x\"));\n }\n removeChildrenAndAdd(display.measure, measureText);\n var height = measureText.offsetHeight / 50;\n if (height > 3) display.cachedTextHeight = height;\n removeChildren(display.measure);\n return height || 1;\n }\n\n // Compute the default character width.\n function charWidth(display) {\n if (display.cachedCharWidth != null) return display.cachedCharWidth;\n var anchor = elt(\"span\", \"xxxxxxxxxx\");\n var pre = elt(\"pre\", [anchor]);\n removeChildrenAndAdd(display.measure, pre);\n var rect = anchor.getBoundingClientRect(), width = (rect.right - rect.left) / 10;\n if (width > 2) display.cachedCharWidth = width;\n return width || 10;\n }\n\n // OPERATIONS\n\n // Operations are used to wrap a series of changes to the editor\n // state in such a way that each change won't have to update the\n // cursor and display (which would be awkward, slow, and\n // error-prone). Instead, display updates are batched and then all\n // combined and executed at once.\n\n var nextOpId = 0;\n // Start a new operation.\n function startOperation(cm) {\n cm.curOp = {\n viewChanged: false, // Flag that indicates that lines might need to be redrawn\n startHeight: cm.doc.height, // Used to detect need to update scrollbar\n forceUpdate: false, // Used to force a redraw\n updateInput: null, // Whether to reset the input textarea\n typing: false, // Whether this reset should be careful to leave existing text (for compositing)\n changeObjs: null, // Accumulated changes, for firing change events\n cursorActivityHandlers: null, // Set of handlers to fire cursorActivity on\n selectionChanged: false, // Whether the selection needs to be redrawn\n updateMaxLine: false, // Set when the widest line needs to be determined anew\n scrollLeft: null, scrollTop: null, // Intermediate scroll position, not pushed to DOM yet\n scrollToPos: null, // Used to scroll to a specific position\n id: ++nextOpId // Unique ID\n };\n if (!delayedCallbackDepth++) delayedCallbacks = [];\n }\n\n // Finish an operation, updating the display and signalling delayed events\n function endOperation(cm) {\n var op = cm.curOp, doc = cm.doc, display = cm.display;\n cm.curOp = null;\n\n if (op.updateMaxLine) findMaxLine(cm);\n\n // If it looks like an update might be needed, call updateDisplay\n if (op.viewChanged || op.forceUpdate || op.scrollTop != null ||\n op.scrollToPos && (op.scrollToPos.from.line < display.viewFrom ||\n op.scrollToPos.to.line >= display.viewTo) ||\n display.maxLineChanged && cm.options.lineWrapping) {\n var updated = updateDisplay(cm, {top: op.scrollTop, ensure: op.scrollToPos}, op.forceUpdate);\n if (cm.display.scroller.offsetHeight) cm.doc.scrollTop = cm.display.scroller.scrollTop;\n }\n // If no update was run, but the selection changed, redraw that.\n if (!updated && op.selectionChanged) updateSelection(cm);\n if (!updated && op.startHeight != cm.doc.height) updateScrollbars(cm);\n\n // Propagate the scroll position to the actual DOM scroller\n if (op.scrollTop != null && display.scroller.scrollTop != op.scrollTop) {\n var top = Math.max(0, Math.min(display.scroller.scrollHeight - display.scroller.clientHeight, op.scrollTop));\n display.scroller.scrollTop = display.scrollbarV.scrollTop = doc.scrollTop = top;\n }\n if (op.scrollLeft != null && display.scroller.scrollLeft != op.scrollLeft) {\n var left = Math.max(0, Math.min(display.scroller.scrollWidth - display.scroller.clientWidth, op.scrollLeft));\n display.scroller.scrollLeft = display.scrollbarH.scrollLeft = doc.scrollLeft = left;\n alignHorizontally(cm);\n }\n // If we need to scroll a specific position into view, do so.\n if (op.scrollToPos) {\n var coords = scrollPosIntoView(cm, clipPos(cm.doc, op.scrollToPos.from),\n clipPos(cm.doc, op.scrollToPos.to), op.scrollToPos.margin);\n if (op.scrollToPos.isCursor && cm.state.focused) maybeScrollWindow(cm, coords);\n }\n\n if (op.selectionChanged) restartBlink(cm);\n\n if (cm.state.focused && op.updateInput)\n resetInput(cm, op.typing);\n\n // Fire events for markers that are hidden/unidden by editing or\n // undoing\n var hidden = op.maybeHiddenMarkers, unhidden = op.maybeUnhiddenMarkers;\n if (hidden) for (var i = 0; i < hidden.length; ++i)\n if (!hidden[i].lines.length) signal(hidden[i], \"hide\");\n if (unhidden) for (var i = 0; i < unhidden.length; ++i)\n if (unhidden[i].lines.length) signal(unhidden[i], \"unhide\");\n\n var delayed;\n if (!--delayedCallbackDepth) {\n delayed = delayedCallbacks;\n delayedCallbacks = null;\n }\n // Fire change events, and delayed event handlers\n if (op.changeObjs)\n signal(cm, \"changes\", cm, op.changeObjs);\n if (delayed) for (var i = 0; i < delayed.length; ++i) delayed[i]();\n if (op.cursorActivityHandlers)\n for (var i = 0; i < op.cursorActivityHandlers.length; i++)\n op.cursorActivityHandlers[i](cm);\n }\n\n // Run the given function in an operation\n function runInOp(cm, f) {\n if (cm.curOp) return f();\n startOperation(cm);\n try { return f(); }\n finally { endOperation(cm); }\n }\n // Wraps a function in an operation. Returns the wrapped function.\n function operation(cm, f) {\n return function() {\n if (cm.curOp) return f.apply(cm, arguments);\n startOperation(cm);\n try { return f.apply(cm, arguments); }\n finally { endOperation(cm); }\n };\n }\n // Used to add methods to editor and doc instances, wrapping them in\n // operations.\n function methodOp(f) {\n return function() {\n if (this.curOp) return f.apply(this, arguments);\n startOperation(this);\n try { return f.apply(this, arguments); }\n finally { endOperation(this); }\n };\n }\n function docMethodOp(f) {\n return function() {\n var cm = this.cm;\n if (!cm || cm.curOp) return f.apply(this, arguments);\n startOperation(cm);\n try { return f.apply(this, arguments); }\n finally { endOperation(cm); }\n };\n }\n\n // VIEW TRACKING\n\n // These objects are used to represent the visible (currently drawn)\n // part of the document. A LineView may correspond to multiple\n // logical lines, if those are connected by collapsed ranges.\n function LineView(doc, line, lineN) {\n // The starting line\n this.line = line;\n // Continuing lines, if any\n this.rest = visualLineContinued(line);\n // Number of logical lines in this visual line\n this.size = this.rest ? lineNo(lst(this.rest)) - lineN + 1 : 1;\n this.node = this.text = null;\n this.hidden = lineIsHidden(doc, line);\n }\n\n // Create a range of LineView objects for the given lines.\n function buildViewArray(cm, from, to) {\n var array = [], nextPos;\n for (var pos = from; pos < to; pos = nextPos) {\n var view = new LineView(cm.doc, getLine(cm.doc, pos), pos);\n nextPos = pos + view.size;\n array.push(view);\n }\n return array;\n }\n\n // Updates the display.view data structure for a given change to the\n // document. From and to are in pre-change coordinates. Lendiff is\n // the amount of lines added or subtracted by the change. This is\n // used for changes that span multiple lines, or change the way\n // lines are divided into visual lines. regLineChange (below)\n // registers single-line changes.\n function regChange(cm, from, to, lendiff) {\n if (from == null) from = cm.doc.first;\n if (to == null) to = cm.doc.first + cm.doc.size;\n if (!lendiff) lendiff = 0;\n\n var display = cm.display;\n if (lendiff && to < display.viewTo &&\n (display.updateLineNumbers == null || display.updateLineNumbers > from))\n display.updateLineNumbers = from;\n\n cm.curOp.viewChanged = true;\n\n if (from >= display.viewTo) { // Change after\n if (sawCollapsedSpans && visualLineNo(cm.doc, from) < display.viewTo)\n resetView(cm);\n } else if (to <= display.viewFrom) { // Change before\n if (sawCollapsedSpans && visualLineEndNo(cm.doc, to + lendiff) > display.viewFrom) {\n resetView(cm);\n } else {\n display.viewFrom += lendiff;\n display.viewTo += lendiff;\n }\n } else if (from <= display.viewFrom && to >= display.viewTo) { // Full overlap\n resetView(cm);\n } else if (from <= display.viewFrom) { // Top overlap\n var cut = viewCuttingPoint(cm, to, to + lendiff, 1);\n if (cut) {\n display.view = display.view.slice(cut.index);\n display.viewFrom = cut.lineN;\n display.viewTo += lendiff;\n } else {\n resetView(cm);\n }\n } else if (to >= display.viewTo) { // Bottom overlap\n var cut = viewCuttingPoint(cm, from, from, -1);\n if (cut) {\n display.view = display.view.slice(0, cut.index);\n display.viewTo = cut.lineN;\n } else {\n resetView(cm);\n }\n } else { // Gap in the middle\n var cutTop = viewCuttingPoint(cm, from, from, -1);\n var cutBot = viewCuttingPoint(cm, to, to + lendiff, 1);\n if (cutTop && cutBot) {\n display.view = display.view.slice(0, cutTop.index)\n .concat(buildViewArray(cm, cutTop.lineN, cutBot.lineN))\n .concat(display.view.slice(cutBot.index));\n display.viewTo += lendiff;\n } else {\n resetView(cm);\n }\n }\n\n var ext = display.externalMeasured;\n if (ext) {\n if (to < ext.lineN)\n ext.lineN += lendiff;\n else if (from < ext.lineN + ext.size)\n display.externalMeasured = null;\n }\n }\n\n // Register a change to a single line. Type must be one of \"text\",\n // \"gutter\", \"class\", \"widget\"\n function regLineChange(cm, line, type) {\n cm.curOp.viewChanged = true;\n var display = cm.display, ext = cm.display.externalMeasured;\n if (ext && line >= ext.lineN && line < ext.lineN + ext.size)\n display.externalMeasured = null;\n\n if (line < display.viewFrom || line >= display.viewTo) return;\n var lineView = display.view[findViewIndex(cm, line)];\n if (lineView.node == null) return;\n var arr = lineView.changes || (lineView.changes = []);\n if (indexOf(arr, type) == -1) arr.push(type);\n }\n\n // Clear the view.\n function resetView(cm) {\n cm.display.viewFrom = cm.display.viewTo = cm.doc.first;\n cm.display.view = [];\n cm.display.viewOffset = 0;\n }\n\n // Find the view element corresponding to a given line. Return null\n // when the line isn't visible.\n function findViewIndex(cm, n) {\n if (n >= cm.display.viewTo) return null;\n n -= cm.display.viewFrom;\n if (n < 0) return null;\n var view = cm.display.view;\n for (var i = 0; i < view.length; i++) {\n n -= view[i].size;\n if (n < 0) return i;\n }\n }\n\n function viewCuttingPoint(cm, oldN, newN, dir) {\n var index = findViewIndex(cm, oldN), diff, view = cm.display.view;\n if (!sawCollapsedSpans || newN == cm.doc.first + cm.doc.size)\n return {index: index, lineN: newN};\n for (var i = 0, n = cm.display.viewFrom; i < index; i++)\n n += view[i].size;\n if (n != oldN) {\n if (dir > 0) {\n if (index == view.length - 1) return null;\n diff = (n + view[index].size) - oldN;\n index++;\n } else {\n diff = n - oldN;\n }\n oldN += diff; newN += diff;\n }\n while (visualLineNo(cm.doc, newN) != newN) {\n if (index == (dir < 0 ? 0 : view.length - 1)) return null;\n newN += dir * view[index - (dir < 0 ? 1 : 0)].size;\n index += dir;\n }\n return {index: index, lineN: newN};\n }\n\n // Force the view to cover a given range, adding empty view element\n // or clipping off existing ones as needed.\n function adjustView(cm, from, to) {\n var display = cm.display, view = display.view;\n if (view.length == 0 || from >= display.viewTo || to <= display.viewFrom) {\n display.view = buildViewArray(cm, from, to);\n display.viewFrom = from;\n } else {\n if (display.viewFrom > from)\n display.view = buildViewArray(cm, from, display.viewFrom).concat(display.view);\n else if (display.viewFrom < from)\n display.view = display.view.slice(findViewIndex(cm, from));\n display.viewFrom = from;\n if (display.viewTo < to)\n display.view = display.view.concat(buildViewArray(cm, display.viewTo, to));\n else if (display.viewTo > to)\n display.view = display.view.slice(0, findViewIndex(cm, to));\n }\n display.viewTo = to;\n }\n\n // Count the number of lines in the view whose DOM representation is\n // out of date (or nonexistent).\n function countDirtyView(cm) {\n var view = cm.display.view, dirty = 0;\n for (var i = 0; i < view.length; i++) {\n var lineView = view[i];\n if (!lineView.hidden && (!lineView.node || lineView.changes)) ++dirty;\n }\n return dirty;\n }\n\n // INPUT HANDLING\n\n // Poll for input changes, using the normal rate of polling. This\n // runs as long as the editor is focused.\n function slowPoll(cm) {\n if (cm.display.pollingFast) return;\n cm.display.poll.set(cm.options.pollInterval, function() {\n readInput(cm);\n if (cm.state.focused) slowPoll(cm);\n });\n }\n\n // When an event has just come in that is likely to add or change\n // something in the input textarea, we poll faster, to ensure that\n // the change appears on the screen quickly.\n function fastPoll(cm) {\n var missed = false;\n cm.display.pollingFast = true;\n function p() {\n var changed = readInput(cm);\n if (!changed && !missed) {missed = true; cm.display.poll.set(60, p);}\n else {cm.display.pollingFast = false; slowPoll(cm);}\n }\n cm.display.poll.set(20, p);\n }\n\n // Read input from the textarea, and update the document to match.\n // When something is selected, it is present in the textarea, and\n // selected (unless it is huge, in which case a placeholder is\n // used). When nothing is selected, the cursor sits after previously\n // seen text (can be empty), which is stored in prevInput (we must\n // not reset the textarea when typing, because that breaks IME).\n function readInput(cm) {\n var input = cm.display.input, prevInput = cm.display.prevInput, doc = cm.doc;\n // Since this is called a *lot*, try to bail out as cheaply as\n // possible when it is clear that nothing happened. hasSelection\n // will be the case when there is a lot of text in the textarea,\n // in which case reading its value would be expensive.\n if (!cm.state.focused || (hasSelection(input) && !prevInput) || isReadOnly(cm) || cm.options.disableInput)\n return false;\n // See paste handler for more on the fakedLastChar kludge\n if (cm.state.pasteIncoming && cm.state.fakedLastChar) {\n input.value = input.value.substring(0, input.value.length - 1);\n cm.state.fakedLastChar = false;\n }\n var text = input.value;\n // If nothing changed, bail.\n if (text == prevInput && !cm.somethingSelected()) return false;\n // Work around nonsensical selection resetting in IE9/10\n if (ie && !ie_upto8 && cm.display.inputHasSelection === text) {\n resetInput(cm);\n return false;\n }\n\n var withOp = !cm.curOp;\n if (withOp) startOperation(cm);\n cm.display.shift = false;\n\n if (text.charCodeAt(0) == 0x200b && doc.sel == cm.display.selForContextMenu && !prevInput)\n prevInput = \"\\u200b\";\n // Find the part of the input that is actually new\n var same = 0, l = Math.min(prevInput.length, text.length);\n while (same < l && prevInput.charCodeAt(same) == text.charCodeAt(same)) ++same;\n var inserted = text.slice(same), textLines = splitLines(inserted);\n\n // When pasing N lines into N selections, insert one line per selection\n var multiPaste = cm.state.pasteIncoming && textLines.length > 1 && doc.sel.ranges.length == textLines.length;\n\n // Normal behavior is to insert the new text into every selection\n for (var i = doc.sel.ranges.length - 1; i >= 0; i--) {\n var range = doc.sel.ranges[i];\n var from = range.from(), to = range.to();\n // Handle deletion\n if (same < prevInput.length)\n from = Pos(from.line, from.ch - (prevInput.length - same));\n // Handle overwrite\n else if (cm.state.overwrite && range.empty() && !cm.state.pasteIncoming)\n to = Pos(to.line, Math.min(getLine(doc, to.line).text.length, to.ch + lst(textLines).length));\n var updateInput = cm.curOp.updateInput;\n var changeEvent = {from: from, to: to, text: multiPaste ? [textLines[i]] : textLines,\n origin: cm.state.pasteIncoming ? \"paste\" : cm.state.cutIncoming ? \"cut\" : \"+input\"};\n makeChange(cm.doc, changeEvent);\n signalLater(cm, \"inputRead\", cm, changeEvent);\n // When an 'electric' character is inserted, immediately trigger a reindent\n if (inserted && !cm.state.pasteIncoming && cm.options.electricChars &&\n cm.options.smartIndent && range.head.ch < 100 &&\n (!i || doc.sel.ranges[i - 1].head.line != range.head.line)) {\n var mode = cm.getModeAt(range.head);\n if (mode.electricChars) {\n for (var j = 0; j < mode.electricChars.length; j++)\n if (inserted.indexOf(mode.electricChars.charAt(j)) > -1) {\n indentLine(cm, range.head.line, \"smart\");\n break;\n }\n } else if (mode.electricInput) {\n var end = changeEnd(changeEvent);\n if (mode.electricInput.test(getLine(doc, end.line).text.slice(0, end.ch)))\n indentLine(cm, range.head.line, \"smart\");\n }\n }\n }\n ensureCursorVisible(cm);\n cm.curOp.updateInput = updateInput;\n cm.curOp.typing = true;\n\n // Don't leave long text in the textarea, since it makes further polling slow\n if (text.length > 1000 || text.indexOf(\"\\n\") > -1) input.value = cm.display.prevInput = \"\";\n else cm.display.prevInput = text;\n if (withOp) endOperation(cm);\n cm.state.pasteIncoming = cm.state.cutIncoming = false;\n return true;\n }\n\n // Reset the input to correspond to the selection (or to be empty,\n // when not typing and nothing is selected)\n function resetInput(cm, typing) {\n var minimal, selected, doc = cm.doc;\n if (cm.somethingSelected()) {\n cm.display.prevInput = \"\";\n var range = doc.sel.primary();\n minimal = hasCopyEvent &&\n (range.to().line - range.from().line > 100 || (selected = cm.getSelection()).length > 1000);\n var content = minimal ? \"-\" : selected || cm.getSelection();\n cm.display.input.value = content;\n if (cm.state.focused) selectInput(cm.display.input);\n if (ie && !ie_upto8) cm.display.inputHasSelection = content;\n } else if (!typing) {\n cm.display.prevInput = cm.display.input.value = \"\";\n if (ie && !ie_upto8) cm.display.inputHasSelection = null;\n }\n cm.display.inaccurateSelection = minimal;\n }\n\n function focusInput(cm) {\n if (cm.options.readOnly != \"nocursor\" && (!mobile || activeElt() != cm.display.input))\n cm.display.input.focus();\n }\n\n function ensureFocus(cm) {\n if (!cm.state.focused) { focusInput(cm); onFocus(cm); }\n }\n\n function isReadOnly(cm) {\n return cm.options.readOnly || cm.doc.cantEdit;\n }\n\n // EVENT HANDLERS\n\n // Attach the necessary event handlers when initializing the editor\n function registerEventHandlers(cm) {\n var d = cm.display;\n on(d.scroller, \"mousedown\", operation(cm, onMouseDown));\n // Older IE's will not fire a second mousedown for a double click\n if (ie_upto10)\n on(d.scroller, \"dblclick\", operation(cm, function(e) {\n if (signalDOMEvent(cm, e)) return;\n var pos = posFromMouse(cm, e);\n if (!pos || clickInGutter(cm, e) || eventInWidget(cm.display, e)) return;\n e_preventDefault(e);\n var word = findWordAt(cm, pos);\n extendSelection(cm.doc, word.anchor, word.head);\n }));\n else\n on(d.scroller, \"dblclick\", function(e) { signalDOMEvent(cm, e) || e_preventDefault(e); });\n // Prevent normal selection in the editor (we handle our own)\n on(d.lineSpace, \"selectstart\", function(e) {\n if (!eventInWidget(d, e)) e_preventDefault(e);\n });\n // Some browsers fire contextmenu *after* opening the menu, at\n // which point we can't mess with it anymore. Context menu is\n // handled in onMouseDown for these browsers.\n if (!captureRightClick) on(d.scroller, \"contextmenu\", function(e) {onContextMenu(cm, e);});\n\n // Sync scrolling between fake scrollbars and real scrollable\n // area, ensure viewport is updated when scrolling.\n on(d.scroller, \"scroll\", function() {\n if (d.scroller.clientHeight) {\n setScrollTop(cm, d.scroller.scrollTop);\n setScrollLeft(cm, d.scroller.scrollLeft, true);\n signal(cm, \"scroll\", cm);\n }\n });\n on(d.scrollbarV, \"scroll\", function() {\n if (d.scroller.clientHeight) setScrollTop(cm, d.scrollbarV.scrollTop);\n });\n on(d.scrollbarH, \"scroll\", function() {\n if (d.scroller.clientHeight) setScrollLeft(cm, d.scrollbarH.scrollLeft);\n });\n\n // Listen to wheel events in order to try and update the viewport on time.\n on(d.scroller, \"mousewheel\", function(e){onScrollWheel(cm, e);});\n on(d.scroller, \"DOMMouseScroll\", function(e){onScrollWheel(cm, e);});\n\n // Prevent clicks in the scrollbars from killing focus\n function reFocus() { if (cm.state.focused) setTimeout(bind(focusInput, cm), 0); }\n on(d.scrollbarH, \"mousedown\", reFocus);\n on(d.scrollbarV, \"mousedown\", reFocus);\n // Prevent wrapper from ever scrolling\n on(d.wrapper, \"scroll\", function() { d.wrapper.scrollTop = d.wrapper.scrollLeft = 0; });\n\n on(d.input, \"keyup\", operation(cm, onKeyUp));\n on(d.input, \"input\", function() {\n if (ie && !ie_upto8 && cm.display.inputHasSelection) cm.display.inputHasSelection = null;\n fastPoll(cm);\n });\n on(d.input, \"keydown\", operation(cm, onKeyDown));\n on(d.input, \"keypress\", operation(cm, onKeyPress));\n on(d.input, \"focus\", bind(onFocus, cm));\n on(d.input, \"blur\", bind(onBlur, cm));\n\n function drag_(e) {\n if (!signalDOMEvent(cm, e)) e_stop(e);\n }\n if (cm.options.dragDrop) {\n on(d.scroller, \"dragstart\", function(e){onDragStart(cm, e);});\n on(d.scroller, \"dragenter\", drag_);\n on(d.scroller, \"dragover\", drag_);\n on(d.scroller, \"drop\", operation(cm, onDrop));\n }\n on(d.scroller, \"paste\", function(e) {\n if (eventInWidget(d, e)) return;\n cm.state.pasteIncoming = true;\n focusInput(cm);\n fastPoll(cm);\n });\n on(d.input, \"paste\", function() {\n // Workaround for webkit bug https://bugs.webkit.org/show_bug.cgi?id=90206\n // Add a char to the end of textarea before paste occur so that\n // selection doesn't span to the end of textarea.\n if (webkit && !cm.state.fakedLastChar && !(new Date - cm.state.lastMiddleDown < 200)) {\n var start = d.input.selectionStart, end = d.input.selectionEnd;\n d.input.value += \"$\";\n d.input.selectionStart = start;\n d.input.selectionEnd = end;\n cm.state.fakedLastChar = true;\n }\n cm.state.pasteIncoming = true;\n fastPoll(cm);\n });\n\n function prepareCopyCut(e) {\n if (cm.somethingSelected()) {\n if (d.inaccurateSelection) {\n d.prevInput = \"\";\n d.inaccurateSelection = false;\n d.input.value = cm.getSelection();\n selectInput(d.input);\n }\n } else {\n var text = \"\", ranges = [];\n for (var i = 0; i < cm.doc.sel.ranges.length; i++) {\n var line = cm.doc.sel.ranges[i].head.line;\n var lineRange = {anchor: Pos(line, 0), head: Pos(line + 1, 0)};\n ranges.push(lineRange);\n text += cm.getRange(lineRange.anchor, lineRange.head);\n }\n if (e.type == \"cut\") {\n cm.setSelections(ranges, null, sel_dontScroll);\n } else {\n d.prevInput = \"\";\n d.input.value = text;\n selectInput(d.input);\n }\n }\n if (e.type == \"cut\") cm.state.cutIncoming = true;\n }\n on(d.input, \"cut\", prepareCopyCut);\n on(d.input, \"copy\", prepareCopyCut);\n\n // Needed to handle Tab key in KHTML\n if (khtml) on(d.sizer, \"mouseup\", function() {\n if (activeElt() == d.input) d.input.blur();\n focusInput(cm);\n });\n }\n\n // Called when the window resizes\n function onResize(cm) {\n // Might be a text scaling operation, clear size caches.\n var d = cm.display;\n d.cachedCharWidth = d.cachedTextHeight = d.cachedPaddingH = null;\n cm.setSize();\n }\n\n // MOUSE EVENTS\n\n // Return true when the given mouse event happened in a widget\n function eventInWidget(display, e) {\n for (var n = e_target(e); n != display.wrapper; n = n.parentNode) {\n if (!n || n.ignoreEvents || n.parentNode == display.sizer && n != display.mover) return true;\n }\n }\n\n // Given a mouse event, find the corresponding position. If liberal\n // is false, it checks whether a gutter or scrollbar was clicked,\n // and returns null if it was. forRect is used by rectangular\n // selections, and tries to estimate a character position even for\n // coordinates beyond the right of the text.\n function posFromMouse(cm, e, liberal, forRect) {\n var display = cm.display;\n if (!liberal) {\n var target = e_target(e);\n if (target == display.scrollbarH || target == display.scrollbarV ||\n target == display.scrollbarFiller || target == display.gutterFiller) return null;\n }\n var x, y, space = display.lineSpace.getBoundingClientRect();\n // Fails unpredictably on IE[67] when mouse is dragged around quickly.\n try { x = e.clientX - space.left; y = e.clientY - space.top; }\n catch (e) { return null; }\n var coords = coordsChar(cm, x, y), line;\n if (forRect && coords.xRel == 1 && (line = getLine(cm.doc, coords.line).text).length == coords.ch) {\n var colDiff = countColumn(line, line.length, cm.options.tabSize) - line.length;\n coords = Pos(coords.line, Math.max(0, Math.round((x - paddingH(cm.display).left) / charWidth(cm.display)) - colDiff));\n }\n return coords;\n }\n\n // A mouse down can be a single click, double click, triple click,\n // start of selection drag, start of text drag, new cursor\n // (ctrl-click), rectangle drag (alt-drag), or xwin\n // middle-click-paste. Or it might be a click on something we should\n // not interfere with, such as a scrollbar or widget.\n function onMouseDown(e) {\n if (signalDOMEvent(this, e)) return;\n var cm = this, display = cm.display;\n display.shift = e.shiftKey;\n\n if (eventInWidget(display, e)) {\n if (!webkit) {\n // Briefly turn off draggability, to allow widgets to do\n // normal dragging things.\n display.scroller.draggable = false;\n setTimeout(function(){display.scroller.draggable = true;}, 100);\n }\n return;\n }\n if (clickInGutter(cm, e)) return;\n var start = posFromMouse(cm, e);\n window.focus();\n\n switch (e_button(e)) {\n case 1:\n if (start)\n leftButtonDown(cm, e, start);\n else if (e_target(e) == display.scroller)\n e_preventDefault(e);\n break;\n case 2:\n if (webkit) cm.state.lastMiddleDown = +new Date;\n if (start) extendSelection(cm.doc, start);\n setTimeout(bind(focusInput, cm), 20);\n e_preventDefault(e);\n break;\n case 3:\n if (captureRightClick) onContextMenu(cm, e);\n break;\n }\n }\n\n var lastClick, lastDoubleClick;\n function leftButtonDown(cm, e, start) {\n setTimeout(bind(ensureFocus, cm), 0);\n\n var now = +new Date, type;\n if (lastDoubleClick && lastDoubleClick.time > now - 400 && cmp(lastDoubleClick.pos, start) == 0) {\n type = \"triple\";\n } else if (lastClick && lastClick.time > now - 400 && cmp(lastClick.pos, start) == 0) {\n type = \"double\";\n lastDoubleClick = {time: now, pos: start};\n } else {\n type = \"single\";\n lastClick = {time: now, pos: start};\n }\n\n var sel = cm.doc.sel, addNew = mac ? e.metaKey : e.ctrlKey;\n if (cm.options.dragDrop && dragAndDrop && !addNew && !isReadOnly(cm) &&\n type == \"single\" && sel.contains(start) > -1 && sel.somethingSelected())\n leftButtonStartDrag(cm, e, start);\n else\n leftButtonSelect(cm, e, start, type, addNew);\n }\n\n // Start a text drag. When it ends, see if any dragging actually\n // happen, and treat as a click if it didn't.\n function leftButtonStartDrag(cm, e, start) {\n var display = cm.display;\n var dragEnd = operation(cm, function(e2) {\n if (webkit) display.scroller.draggable = false;\n cm.state.draggingText = false;\n off(document, \"mouseup\", dragEnd);\n off(display.scroller, \"drop\", dragEnd);\n if (Math.abs(e.clientX - e2.clientX) + Math.abs(e.clientY - e2.clientY) < 10) {\n e_preventDefault(e2);\n extendSelection(cm.doc, start);\n focusInput(cm);\n // Work around unexplainable focus problem in IE9 (#2127)\n if (ie_upto10 && !ie_upto8)\n setTimeout(function() {document.body.focus(); focusInput(cm);}, 20);\n }\n });\n // Let the drag handler handle this.\n if (webkit) display.scroller.draggable = true;\n cm.state.draggingText = dragEnd;\n // IE's approach to draggable\n if (display.scroller.dragDrop) display.scroller.dragDrop();\n on(document, \"mouseup\", dragEnd);\n on(display.scroller, \"drop\", dragEnd);\n }\n\n // Normal selection, as opposed to text dragging.\n function leftButtonSelect(cm, e, start, type, addNew) {\n var display = cm.display, doc = cm.doc;\n e_preventDefault(e);\n\n var ourRange, ourIndex, startSel = doc.sel;\n if (addNew && !e.shiftKey) {\n ourIndex = doc.sel.contains(start);\n if (ourIndex > -1)\n ourRange = doc.sel.ranges[ourIndex];\n else\n ourRange = new Range(start, start);\n } else {\n ourRange = doc.sel.primary();\n }\n\n if (e.altKey) {\n type = \"rect\";\n if (!addNew) ourRange = new Range(start, start);\n start = posFromMouse(cm, e, true, true);\n ourIndex = -1;\n } else if (type == \"double\") {\n var word = findWordAt(cm, start);\n if (cm.display.shift || doc.extend)\n ourRange = extendRange(doc, ourRange, word.anchor, word.head);\n else\n ourRange = word;\n } else if (type == \"triple\") {\n var line = new Range(Pos(start.line, 0), clipPos(doc, Pos(start.line + 1, 0)));\n if (cm.display.shift || doc.extend)\n ourRange = extendRange(doc, ourRange, line.anchor, line.head);\n else\n ourRange = line;\n } else {\n ourRange = extendRange(doc, ourRange, start);\n }\n\n if (!addNew) {\n ourIndex = 0;\n setSelection(doc, new Selection([ourRange], 0), sel_mouse);\n startSel = doc.sel;\n } else if (ourIndex > -1) {\n replaceOneSelection(doc, ourIndex, ourRange, sel_mouse);\n } else {\n ourIndex = doc.sel.ranges.length;\n setSelection(doc, normalizeSelection(doc.sel.ranges.concat([ourRange]), ourIndex),\n {scroll: false, origin: \"*mouse\"});\n }\n\n var lastPos = start;\n function extendTo(pos) {\n if (cmp(lastPos, pos) == 0) return;\n lastPos = pos;\n\n if (type == \"rect\") {\n var ranges = [], tabSize = cm.options.tabSize;\n var startCol = countColumn(getLine(doc, start.line).text, start.ch, tabSize);\n var posCol = countColumn(getLine(doc, pos.line).text, pos.ch, tabSize);\n var left = Math.min(startCol, posCol), right = Math.max(startCol, posCol);\n for (var line = Math.min(start.line, pos.line), end = Math.min(cm.lastLine(), Math.max(start.line, pos.line));\n line <= end; line++) {\n var text = getLine(doc, line).text, leftPos = findColumn(text, left, tabSize);\n if (left == right)\n ranges.push(new Range(Pos(line, leftPos), Pos(line, leftPos)));\n else if (text.length > leftPos)\n ranges.push(new Range(Pos(line, leftPos), Pos(line, findColumn(text, right, tabSize))));\n }\n if (!ranges.length) ranges.push(new Range(start, start));\n setSelection(doc, normalizeSelection(startSel.ranges.slice(0, ourIndex).concat(ranges), ourIndex),\n {origin: \"*mouse\", scroll: false});\n cm.scrollIntoView(pos);\n } else {\n var oldRange = ourRange;\n var anchor = oldRange.anchor, head = pos;\n if (type != \"single\") {\n if (type == \"double\")\n var range = findWordAt(cm, pos);\n else\n var range = new Range(Pos(pos.line, 0), clipPos(doc, Pos(pos.line + 1, 0)));\n if (cmp(range.anchor, anchor) > 0) {\n head = range.head;\n anchor = minPos(oldRange.from(), range.anchor);\n } else {\n head = range.anchor;\n anchor = maxPos(oldRange.to(), range.head);\n }\n }\n var ranges = startSel.ranges.slice(0);\n ranges[ourIndex] = new Range(clipPos(doc, anchor), head);\n setSelection(doc, normalizeSelection(ranges, ourIndex), sel_mouse);\n }\n }\n\n var editorSize = display.wrapper.getBoundingClientRect();\n // Used to ensure timeout re-tries don't fire when another extend\n // happened in the meantime (clearTimeout isn't reliable -- at\n // least on Chrome, the timeouts still happen even when cleared,\n // if the clear happens after their scheduled firing time).\n var counter = 0;\n\n function extend(e) {\n var curCount = ++counter;\n var cur = posFromMouse(cm, e, true, type == \"rect\");\n if (!cur) return;\n if (cmp(cur, lastPos) != 0) {\n ensureFocus(cm);\n extendTo(cur);\n var visible = visibleLines(display, doc);\n if (cur.line >= visible.to || cur.line < visible.from)\n setTimeout(operation(cm, function(){if (counter == curCount) extend(e);}), 150);\n } else {\n var outside = e.clientY < editorSize.top ? -20 : e.clientY > editorSize.bottom ? 20 : 0;\n if (outside) setTimeout(operation(cm, function() {\n if (counter != curCount) return;\n display.scroller.scrollTop += outside;\n extend(e);\n }), 50);\n }\n }\n\n function done(e) {\n counter = Infinity;\n e_preventDefault(e);\n focusInput(cm);\n off(document, \"mousemove\", move);\n off(document, \"mouseup\", up);\n doc.history.lastSelOrigin = null;\n }\n\n var move = operation(cm, function(e) {\n if ((ie && !ie_upto9) ? !e.buttons : !e_button(e)) done(e);\n else extend(e);\n });\n var up = operation(cm, done);\n on(document, \"mousemove\", move);\n on(document, \"mouseup\", up);\n }\n\n // Determines whether an event happened in the gutter, and fires the\n // handlers for the corresponding event.\n function gutterEvent(cm, e, type, prevent, signalfn) {\n try { var mX = e.clientX, mY = e.clientY; }\n catch(e) { return false; }\n if (mX >= Math.floor(cm.display.gutters.getBoundingClientRect().right)) return false;\n if (prevent) e_preventDefault(e);\n\n var display = cm.display;\n var lineBox = display.lineDiv.getBoundingClientRect();\n\n if (mY > lineBox.bottom || !hasHandler(cm, type)) return e_defaultPrevented(e);\n mY -= lineBox.top - display.viewOffset;\n\n for (var i = 0; i < cm.options.gutters.length; ++i) {\n var g = display.gutters.childNodes[i];\n if (g && g.getBoundingClientRect().right >= mX) {\n var line = lineAtHeight(cm.doc, mY);\n var gutter = cm.options.gutters[i];\n signalfn(cm, type, cm, line, gutter, e);\n return e_defaultPrevented(e);\n }\n }\n }\n\n function clickInGutter(cm, e) {\n return gutterEvent(cm, e, \"gutterClick\", true, signalLater);\n }\n\n // Kludge to work around strange IE behavior where it'll sometimes\n // re-fire a series of drag-related events right after the drop (#1551)\n var lastDrop = 0;\n\n function onDrop(e) {\n var cm = this;\n if (signalDOMEvent(cm, e) || eventInWidget(cm.display, e))\n return;\n e_preventDefault(e);\n if (ie) lastDrop = +new Date;\n var pos = posFromMouse(cm, e, true), files = e.dataTransfer.files;\n if (!pos || isReadOnly(cm)) return;\n // Might be a file drop, in which case we simply extract the text\n // and insert it.\n if (files && files.length && window.FileReader && window.File) {\n var n = files.length, text = Array(n), read = 0;\n var loadFile = function(file, i) {\n var reader = new FileReader;\n reader.onload = operation(cm, function() {\n text[i] = reader.result;\n if (++read == n) {\n pos = clipPos(cm.doc, pos);\n var change = {from: pos, to: pos, text: splitLines(text.join(\"\\n\")), origin: \"paste\"};\n makeChange(cm.doc, change);\n setSelectionReplaceHistory(cm.doc, simpleSelection(pos, changeEnd(change)));\n }\n });\n reader.readAsText(file);\n };\n for (var i = 0; i < n; ++i) loadFile(files[i], i);\n } else { // Normal drop\n // Don't do a replace if the drop happened inside of the selected text.\n if (cm.state.draggingText && cm.doc.sel.contains(pos) > -1) {\n cm.state.draggingText(e);\n // Ensure the editor is re-focused\n setTimeout(bind(focusInput, cm), 20);\n return;\n }\n try {\n var text = e.dataTransfer.getData(\"Text\");\n if (text) {\n var selected = cm.state.draggingText && cm.listSelections();\n setSelectionNoUndo(cm.doc, simpleSelection(pos, pos));\n if (selected) for (var i = 0; i < selected.length; ++i)\n replaceRange(cm.doc, \"\", selected[i].anchor, selected[i].head, \"drag\");\n cm.replaceSelection(text, \"around\", \"paste\");\n focusInput(cm);\n }\n }\n catch(e){}\n }\n }\n\n function onDragStart(cm, e) {\n if (ie && (!cm.state.draggingText || +new Date - lastDrop < 100)) { e_stop(e); return; }\n if (signalDOMEvent(cm, e) || eventInWidget(cm.display, e)) return;\n\n e.dataTransfer.setData(\"Text\", cm.getSelection());\n\n // Use dummy image instead of default browsers image.\n // Recent Safari (~6.0.2) have a tendency to segfault when this happens, so we don't do it there.\n if (e.dataTransfer.setDragImage && !safari) {\n var img = elt(\"img\", null, null, \"position: fixed; left: 0; top: 0;\");\n img.src = \"data:image/gif;base64,R0lGODlhAQABAAAAACH5BAEKAAEALAAAAAABAAEAAAICTAEAOw==\";\n if (presto) {\n img.width = img.height = 1;\n cm.display.wrapper.appendChild(img);\n // Force a relayout, or Opera won't use our image for some obscure reason\n img._top = img.offsetTop;\n }\n e.dataTransfer.setDragImage(img, 0, 0);\n if (presto) img.parentNode.removeChild(img);\n }\n }\n\n // SCROLL EVENTS\n\n // Sync the scrollable area and scrollbars, ensure the viewport\n // covers the visible area.\n function setScrollTop(cm, val) {\n if (Math.abs(cm.doc.scrollTop - val) < 2) return;\n cm.doc.scrollTop = val;\n if (!gecko) updateDisplay(cm, {top: val});\n if (cm.display.scroller.scrollTop != val) cm.display.scroller.scrollTop = val;\n if (cm.display.scrollbarV.scrollTop != val) cm.display.scrollbarV.scrollTop = val;\n if (gecko) updateDisplay(cm);\n startWorker(cm, 100);\n }\n // Sync scroller and scrollbar, ensure the gutter elements are\n // aligned.\n function setScrollLeft(cm, val, isScroller) {\n if (isScroller ? val == cm.doc.scrollLeft : Math.abs(cm.doc.scrollLeft - val) < 2) return;\n val = Math.min(val, cm.display.scroller.scrollWidth - cm.display.scroller.clientWidth);\n cm.doc.scrollLeft = val;\n alignHorizontally(cm);\n if (cm.display.scroller.scrollLeft != val) cm.display.scroller.scrollLeft = val;\n if (cm.display.scrollbarH.scrollLeft != val) cm.display.scrollbarH.scrollLeft = val;\n }\n\n // Since the delta values reported on mouse wheel events are\n // unstandardized between browsers and even browser versions, and\n // generally horribly unpredictable, this code starts by measuring\n // the scroll effect that the first few mouse wheel events have,\n // and, from that, detects the way it can convert deltas to pixel\n // offsets afterwards.\n //\n // The reason we want to know the amount a wheel event will scroll\n // is that it gives us a chance to update the display before the\n // actual scrolling happens, reducing flickering.\n\n var wheelSamples = 0, wheelPixelsPerUnit = null;\n // Fill in a browser-detected starting value on browsers where we\n // know one. These don't have to be accurate -- the result of them\n // being wrong would just be a slight flicker on the first wheel\n // scroll (if it is large enough).\n if (ie) wheelPixelsPerUnit = -.53;\n else if (gecko) wheelPixelsPerUnit = 15;\n else if (chrome) wheelPixelsPerUnit = -.7;\n else if (safari) wheelPixelsPerUnit = -1/3;\n\n function onScrollWheel(cm, e) {\n var dx = e.wheelDeltaX, dy = e.wheelDeltaY;\n if (dx == null && e.detail && e.axis == e.HORIZONTAL_AXIS) dx = e.detail;\n if (dy == null && e.detail && e.axis == e.VERTICAL_AXIS) dy = e.detail;\n else if (dy == null) dy = e.wheelDelta;\n\n var display = cm.display, scroll = display.scroller;\n // Quit if there's nothing to scroll here\n if (!(dx && scroll.scrollWidth > scroll.clientWidth ||\n dy && scroll.scrollHeight > scroll.clientHeight)) return;\n\n // Webkit browsers on OS X abort momentum scrolls when the target\n // of the scroll event is removed from the scrollable element.\n // This hack (see related code in patchDisplay) makes sure the\n // element is kept around.\n if (dy && mac && webkit) {\n outer: for (var cur = e.target, view = display.view; cur != scroll; cur = cur.parentNode) {\n for (var i = 0; i < view.length; i++) {\n if (view[i].node == cur) {\n cm.display.currentWheelTarget = cur;\n break outer;\n }\n }\n }\n }\n\n // On some browsers, horizontal scrolling will cause redraws to\n // happen before the gutter has been realigned, causing it to\n // wriggle around in a most unseemly way. When we have an\n // estimated pixels/delta value, we just handle horizontal\n // scrolling entirely here. It'll be slightly off from native, but\n // better than glitching out.\n if (dx && !gecko && !presto && wheelPixelsPerUnit != null) {\n if (dy)\n setScrollTop(cm, Math.max(0, Math.min(scroll.scrollTop + dy * wheelPixelsPerUnit, scroll.scrollHeight - scroll.clientHeight)));\n setScrollLeft(cm, Math.max(0, Math.min(scroll.scrollLeft + dx * wheelPixelsPerUnit, scroll.scrollWidth - scroll.clientWidth)));\n e_preventDefault(e);\n display.wheelStartX = null; // Abort measurement, if in progress\n return;\n }\n\n // 'Project' the visible viewport to cover the area that is being\n // scrolled into view (if we know enough to estimate it).\n if (dy && wheelPixelsPerUnit != null) {\n var pixels = dy * wheelPixelsPerUnit;\n var top = cm.doc.scrollTop, bot = top + display.wrapper.clientHeight;\n if (pixels < 0) top = Math.max(0, top + pixels - 50);\n else bot = Math.min(cm.doc.height, bot + pixels + 50);\n updateDisplay(cm, {top: top, bottom: bot});\n }\n\n if (wheelSamples < 20) {\n if (display.wheelStartX == null) {\n display.wheelStartX = scroll.scrollLeft; display.wheelStartY = scroll.scrollTop;\n display.wheelDX = dx; display.wheelDY = dy;\n setTimeout(function() {\n if (display.wheelStartX == null) return;\n var movedX = scroll.scrollLeft - display.wheelStartX;\n var movedY = scroll.scrollTop - display.wheelStartY;\n var sample = (movedY && display.wheelDY && movedY / display.wheelDY) ||\n (movedX && display.wheelDX && movedX / display.wheelDX);\n display.wheelStartX = display.wheelStartY = null;\n if (!sample) return;\n wheelPixelsPerUnit = (wheelPixelsPerUnit * wheelSamples + sample) / (wheelSamples + 1);\n ++wheelSamples;\n }, 200);\n } else {\n display.wheelDX += dx; display.wheelDY += dy;\n }\n }\n }\n\n // KEY EVENTS\n\n // Run a handler that was bound to a key.\n function doHandleBinding(cm, bound, dropShift) {\n if (typeof bound == \"string\") {\n bound = commands[bound];\n if (!bound) return false;\n }\n // Ensure previous input has been read, so that the handler sees a\n // consistent view of the document\n if (cm.display.pollingFast && readInput(cm)) cm.display.pollingFast = false;\n var prevShift = cm.display.shift, done = false;\n try {\n if (isReadOnly(cm)) cm.state.suppressEdits = true;\n if (dropShift) cm.display.shift = false;\n done = bound(cm) != Pass;\n } finally {\n cm.display.shift = prevShift;\n cm.state.suppressEdits = false;\n }\n return done;\n }\n\n // Collect the currently active keymaps.\n function allKeyMaps(cm) {\n var maps = cm.state.keyMaps.slice(0);\n if (cm.options.extraKeys) maps.push(cm.options.extraKeys);\n maps.push(cm.options.keyMap);\n return maps;\n }\n\n var maybeTransition;\n // Handle a key from the keydown event.\n function handleKeyBinding(cm, e) {\n // Handle automatic keymap transitions\n var startMap = getKeyMap(cm.options.keyMap), next = startMap.auto;\n clearTimeout(maybeTransition);\n if (next && !isModifierKey(e)) maybeTransition = setTimeout(function() {\n if (getKeyMap(cm.options.keyMap) == startMap) {\n cm.options.keyMap = (next.call ? next.call(null, cm) : next);\n keyMapChanged(cm);\n }\n }, 50);\n\n var name = keyName(e, true), handled = false;\n if (!name) return false;\n var keymaps = allKeyMaps(cm);\n\n if (e.shiftKey) {\n // First try to resolve full name (including 'Shift-'). Failing\n // that, see if there is a cursor-motion command (starting with\n // 'go') bound to the keyname without 'Shift-'.\n handled = lookupKey(\"Shift-\" + name, keymaps, function(b) {return doHandleBinding(cm, b, true);})\n || lookupKey(name, keymaps, function(b) {\n if (typeof b == \"string\" ? /^go[A-Z]/.test(b) : b.motion)\n return doHandleBinding(cm, b);\n });\n } else {\n handled = lookupKey(name, keymaps, function(b) { return doHandleBinding(cm, b); });\n }\n\n if (handled) {\n e_preventDefault(e);\n restartBlink(cm);\n signalLater(cm, \"keyHandled\", cm, name, e);\n }\n return handled;\n }\n\n // Handle a key from the keypress event\n function handleCharBinding(cm, e, ch) {\n var handled = lookupKey(\"'\" + ch + \"'\", allKeyMaps(cm),\n function(b) { return doHandleBinding(cm, b, true); });\n if (handled) {\n e_preventDefault(e);\n restartBlink(cm);\n signalLater(cm, \"keyHandled\", cm, \"'\" + ch + \"'\", e);\n }\n return handled;\n }\n\n var lastStoppedKey = null;\n function onKeyDown(e) {\n var cm = this;\n ensureFocus(cm);\n if (signalDOMEvent(cm, e)) return;\n // IE does strange things with escape.\n if (ie_upto10 && e.keyCode == 27) e.returnValue = false;\n var code = e.keyCode;\n cm.display.shift = code == 16 || e.shiftKey;\n var handled = handleKeyBinding(cm, e);\n if (presto) {\n lastStoppedKey = handled ? code : null;\n // Opera has no cut event... we try to at least catch the key combo\n if (!handled && code == 88 && !hasCopyEvent && (mac ? e.metaKey : e.ctrlKey))\n cm.replaceSelection(\"\", null, \"cut\");\n }\n\n // Turn mouse into crosshair when Alt is held on Mac.\n if (code == 18 && !/\\bCodeMirror-crosshair\\b/.test(cm.display.lineDiv.className))\n showCrossHair(cm);\n }\n\n function showCrossHair(cm) {\n var lineDiv = cm.display.lineDiv;\n addClass(lineDiv, \"CodeMirror-crosshair\");\n\n function up(e) {\n if (e.keyCode == 18 || !e.altKey) {\n rmClass(lineDiv, \"CodeMirror-crosshair\");\n off(document, \"keyup\", up);\n off(document, \"mouseover\", up);\n }\n }\n on(document, \"keyup\", up);\n on(document, \"mouseover\", up);\n }\n\n function onKeyUp(e) {\n if (signalDOMEvent(this, e)) return;\n if (e.keyCode == 16) this.doc.sel.shift = false;\n }\n\n function onKeyPress(e) {\n var cm = this;\n if (signalDOMEvent(cm, e)) return;\n var keyCode = e.keyCode, charCode = e.charCode;\n if (presto && keyCode == lastStoppedKey) {lastStoppedKey = null; e_preventDefault(e); return;}\n if (((presto && (!e.which || e.which < 10)) || khtml) && handleKeyBinding(cm, e)) return;\n var ch = String.fromCharCode(charCode == null ? keyCode : charCode);\n if (handleCharBinding(cm, e, ch)) return;\n if (ie && !ie_upto8) cm.display.inputHasSelection = null;\n fastPoll(cm);\n }\n\n // FOCUS/BLUR EVENTS\n\n function onFocus(cm) {\n if (cm.options.readOnly == \"nocursor\") return;\n if (!cm.state.focused) {\n signal(cm, \"focus\", cm);\n cm.state.focused = true;\n addClass(cm.display.wrapper, \"CodeMirror-focused\");\n // The prevInput test prevents this from firing when a context\n // menu is closed (since the resetInput would kill the\n // select-all detection hack)\n if (!cm.curOp && cm.display.selForContextMenu != cm.doc.sel) {\n resetInput(cm);\n if (webkit) setTimeout(bind(resetInput, cm, true), 0); // Issue #1730\n }\n }\n slowPoll(cm);\n restartBlink(cm);\n }\n function onBlur(cm) {\n if (cm.state.focused) {\n signal(cm, \"blur\", cm);\n cm.state.focused = false;\n rmClass(cm.display.wrapper, \"CodeMirror-focused\");\n }\n clearInterval(cm.display.blinker);\n setTimeout(function() {if (!cm.state.focused) cm.display.shift = false;}, 150);\n }\n\n // CONTEXT MENU HANDLING\n\n // To make the context menu work, we need to briefly unhide the\n // textarea (making it as unobtrusive as possible) to let the\n // right-click take effect on it.\n function onContextMenu(cm, e) {\n if (signalDOMEvent(cm, e, \"contextmenu\")) return;\n var display = cm.display;\n if (eventInWidget(display, e) || contextMenuInGutter(cm, e)) return;\n\n var pos = posFromMouse(cm, e), scrollPos = display.scroller.scrollTop;\n if (!pos || presto) return; // Opera is difficult.\n\n // Reset the current text selection only if the click is done outside of the selection\n // and 'resetSelectionOnContextMenu' option is true.\n var reset = cm.options.resetSelectionOnContextMenu;\n if (reset && cm.doc.sel.contains(pos) == -1)\n operation(cm, setSelection)(cm.doc, simpleSelection(pos), sel_dontScroll);\n\n var oldCSS = display.input.style.cssText;\n display.inputDiv.style.position = \"absolute\";\n display.input.style.cssText = \"position: fixed; width: 30px; height: 30px; top: \" + (e.clientY - 5) +\n \"px; left: \" + (e.clientX - 5) + \"px; z-index: 1000; background: \" +\n (ie ? \"rgba(255, 255, 255, .05)\" : \"transparent\") +\n \"; outline: none; border-width: 0; outline: none; overflow: hidden; opacity: .05; filter: alpha(opacity=5);\";\n focusInput(cm);\n resetInput(cm);\n // Adds \"Select all\" to context menu in FF\n if (!cm.somethingSelected()) display.input.value = display.prevInput = \" \";\n display.selForContextMenu = cm.doc.sel;\n clearTimeout(display.detectingSelectAll);\n\n // Select-all will be greyed out if there's nothing to select, so\n // this adds a zero-width space so that we can later check whether\n // it got selected.\n function prepareSelectAllHack() {\n if (display.input.selectionStart != null) {\n var selected = cm.somethingSelected();\n var extval = display.input.value = \"\\u200b\" + (selected ? display.input.value : \"\");\n display.prevInput = selected ? \"\" : \"\\u200b\";\n display.input.selectionStart = 1; display.input.selectionEnd = extval.length;\n }\n }\n function rehide() {\n display.inputDiv.style.position = \"relative\";\n display.input.style.cssText = oldCSS;\n if (ie_upto8) display.scrollbarV.scrollTop = display.scroller.scrollTop = scrollPos;\n slowPoll(cm);\n\n // Try to detect the user choosing select-all\n if (display.input.selectionStart != null) {\n if (!ie || ie_upto8) prepareSelectAllHack();\n var i = 0, poll = function() {\n if (display.selForContextMenu == cm.doc.sel && display.input.selectionStart == 0)\n operation(cm, commands.selectAll)(cm);\n else if (i++ < 10) display.detectingSelectAll = setTimeout(poll, 500);\n else resetInput(cm);\n };\n display.detectingSelectAll = setTimeout(poll, 200);\n }\n }\n\n if (ie && !ie_upto8) prepareSelectAllHack();\n if (captureRightClick) {\n e_stop(e);\n var mouseup = function() {\n off(window, \"mouseup\", mouseup);\n setTimeout(rehide, 20);\n };\n on(window, \"mouseup\", mouseup);\n } else {\n setTimeout(rehide, 50);\n }\n }\n\n function contextMenuInGutter(cm, e) {\n if (!hasHandler(cm, \"gutterContextMenu\")) return false;\n return gutterEvent(cm, e, \"gutterContextMenu\", false, signal);\n }\n\n // UPDATING\n\n // Compute the position of the end of a change (its 'to' property\n // refers to the pre-change end).\n var changeEnd = CodeMirror.changeEnd = function(change) {\n if (!change.text) return change.to;\n return Pos(change.from.line + change.text.length - 1,\n lst(change.text).length + (change.text.length == 1 ? change.from.ch : 0));\n };\n\n // Adjust a position to refer to the post-change position of the\n // same text, or the end of the change if the change covers it.\n function adjustForChange(pos, change) {\n if (cmp(pos, change.from) < 0) return pos;\n if (cmp(pos, change.to) <= 0) return changeEnd(change);\n\n var line = pos.line + change.text.length - (change.to.line - change.from.line) - 1, ch = pos.ch;\n if (pos.line == change.to.line) ch += changeEnd(change).ch - change.to.ch;\n return Pos(line, ch);\n }\n\n function computeSelAfterChange(doc, change) {\n var out = [];\n for (var i = 0; i < doc.sel.ranges.length; i++) {\n var range = doc.sel.ranges[i];\n out.push(new Range(adjustForChange(range.anchor, change),\n adjustForChange(range.head, change)));\n }\n return normalizeSelection(out, doc.sel.primIndex);\n }\n\n function offsetPos(pos, old, nw) {\n if (pos.line == old.line)\n return Pos(nw.line, pos.ch - old.ch + nw.ch);\n else\n return Pos(nw.line + (pos.line - old.line), pos.ch);\n }\n\n // Used by replaceSelections to allow moving the selection to the\n // start or around the replaced test. Hint may be \"start\" or \"around\".\n function computeReplacedSel(doc, changes, hint) {\n var out = [];\n var oldPrev = Pos(doc.first, 0), newPrev = oldPrev;\n for (var i = 0; i < changes.length; i++) {\n var change = changes[i];\n var from = offsetPos(change.from, oldPrev, newPrev);\n var to = offsetPos(changeEnd(change), oldPrev, newPrev);\n oldPrev = change.to;\n newPrev = to;\n if (hint == \"around\") {\n var range = doc.sel.ranges[i], inv = cmp(range.head, range.anchor) < 0;\n out[i] = new Range(inv ? to : from, inv ? from : to);\n } else {\n out[i] = new Range(from, from);\n }\n }\n return new Selection(out, doc.sel.primIndex);\n }\n\n // Allow \"beforeChange\" event handlers to influence a change\n function filterChange(doc, change, update) {\n var obj = {\n canceled: false,\n from: change.from,\n to: change.to,\n text: change.text,\n origin: change.origin,\n cancel: function() { this.canceled = true; }\n };\n if (update) obj.update = function(from, to, text, origin) {\n if (from) this.from = clipPos(doc, from);\n if (to) this.to = clipPos(doc, to);\n if (text) this.text = text;\n if (origin !== undefined) this.origin = origin;\n };\n signal(doc, \"beforeChange\", doc, obj);\n if (doc.cm) signal(doc.cm, \"beforeChange\", doc.cm, obj);\n\n if (obj.canceled) return null;\n return {from: obj.from, to: obj.to, text: obj.text, origin: obj.origin};\n }\n\n // Apply a change to a document, and add it to the document's\n // history, and propagating it to all linked documents.\n function makeChange(doc, change, ignoreReadOnly) {\n if (doc.cm) {\n if (!doc.cm.curOp) return operation(doc.cm, makeChange)(doc, change, ignoreReadOnly);\n if (doc.cm.state.suppressEdits) return;\n }\n\n if (hasHandler(doc, \"beforeChange\") || doc.cm && hasHandler(doc.cm, \"beforeChange\")) {\n change = filterChange(doc, change, true);\n if (!change) return;\n }\n\n // Possibly split or suppress the update based on the presence\n // of read-only spans in its range.\n var split = sawReadOnlySpans && !ignoreReadOnly && removeReadOnlyRanges(doc, change.from, change.to);\n if (split) {\n for (var i = split.length - 1; i >= 0; --i)\n makeChangeInner(doc, {from: split[i].from, to: split[i].to, text: i ? [\"\"] : change.text});\n } else {\n makeChangeInner(doc, change);\n }\n }\n\n function makeChangeInner(doc, change) {\n if (change.text.length == 1 && change.text[0] == \"\" && cmp(change.from, change.to) == 0) return;\n var selAfter = computeSelAfterChange(doc, change);\n addChangeToHistory(doc, change, selAfter, doc.cm ? doc.cm.curOp.id : NaN);\n\n makeChangeSingleDoc(doc, change, selAfter, stretchSpansOverChange(doc, change));\n var rebased = [];\n\n linkedDocs(doc, function(doc, sharedHist) {\n if (!sharedHist && indexOf(rebased, doc.history) == -1) {\n rebaseHist(doc.history, change);\n rebased.push(doc.history);\n }\n makeChangeSingleDoc(doc, change, null, stretchSpansOverChange(doc, change));\n });\n }\n\n // Revert a change stored in a document's history.\n function makeChangeFromHistory(doc, type, allowSelectionOnly) {\n if (doc.cm && doc.cm.state.suppressEdits) return;\n\n var hist = doc.history, event, selAfter = doc.sel;\n var source = type == \"undo\" ? hist.done : hist.undone, dest = type == \"undo\" ? hist.undone : hist.done;\n\n // Verify that there is a useable event (so that ctrl-z won't\n // needlessly clear selection events)\n for (var i = 0; i < source.length; i++) {\n event = source[i];\n if (allowSelectionOnly ? event.ranges && !event.equals(doc.sel) : !event.ranges)\n break;\n }\n if (i == source.length) return;\n hist.lastOrigin = hist.lastSelOrigin = null;\n\n for (;;) {\n event = source.pop();\n if (event.ranges) {\n pushSelectionToHistory(event, dest);\n if (allowSelectionOnly && !event.equals(doc.sel)) {\n setSelection(doc, event, {clearRedo: false});\n return;\n }\n selAfter = event;\n }\n else break;\n }\n\n // Build up a reverse change object to add to the opposite history\n // stack (redo when undoing, and vice versa).\n var antiChanges = [];\n pushSelectionToHistory(selAfter, dest);\n dest.push({changes: antiChanges, generation: hist.generation});\n hist.generation = event.generation || ++hist.maxGeneration;\n\n var filter = hasHandler(doc, \"beforeChange\") || doc.cm && hasHandler(doc.cm, \"beforeChange\");\n\n for (var i = event.changes.length - 1; i >= 0; --i) {\n var change = event.changes[i];\n change.origin = type;\n if (filter && !filterChange(doc, change, false)) {\n source.length = 0;\n return;\n }\n\n antiChanges.push(historyChangeFromChange(doc, change));\n\n var after = i ? computeSelAfterChange(doc, change, null) : lst(source);\n makeChangeSingleDoc(doc, change, after, mergeOldSpans(doc, change));\n if (!i && doc.cm) doc.cm.scrollIntoView(change);\n var rebased = [];\n\n // Propagate to the linked documents\n linkedDocs(doc, function(doc, sharedHist) {\n if (!sharedHist && indexOf(rebased, doc.history) == -1) {\n rebaseHist(doc.history, change);\n rebased.push(doc.history);\n }\n makeChangeSingleDoc(doc, change, null, mergeOldSpans(doc, change));\n });\n }\n }\n\n // Sub-views need their line numbers shifted when text is added\n // above or below them in the parent document.\n function shiftDoc(doc, distance) {\n if (distance == 0) return;\n doc.first += distance;\n doc.sel = new Selection(map(doc.sel.ranges, function(range) {\n return new Range(Pos(range.anchor.line + distance, range.anchor.ch),\n Pos(range.head.line + distance, range.head.ch));\n }), doc.sel.primIndex);\n if (doc.cm) {\n regChange(doc.cm, doc.first, doc.first - distance, distance);\n for (var d = doc.cm.display, l = d.viewFrom; l < d.viewTo; l++)\n regLineChange(doc.cm, l, \"gutter\");\n }\n }\n\n // More lower-level change function, handling only a single document\n // (not linked ones).\n function makeChangeSingleDoc(doc, change, selAfter, spans) {\n if (doc.cm && !doc.cm.curOp)\n return operation(doc.cm, makeChangeSingleDoc)(doc, change, selAfter, spans);\n\n if (change.to.line < doc.first) {\n shiftDoc(doc, change.text.length - 1 - (change.to.line - change.from.line));\n return;\n }\n if (change.from.line > doc.lastLine()) return;\n\n // Clip the change to the size of this doc\n if (change.from.line < doc.first) {\n var shift = change.text.length - 1 - (doc.first - change.from.line);\n shiftDoc(doc, shift);\n change = {from: Pos(doc.first, 0), to: Pos(change.to.line + shift, change.to.ch),\n text: [lst(change.text)], origin: change.origin};\n }\n var last = doc.lastLine();\n if (change.to.line > last) {\n change = {from: change.from, to: Pos(last, getLine(doc, last).text.length),\n text: [change.text[0]], origin: change.origin};\n }\n\n change.removed = getBetween(doc, change.from, change.to);\n\n if (!selAfter) selAfter = computeSelAfterChange(doc, change, null);\n if (doc.cm) makeChangeSingleDocInEditor(doc.cm, change, spans);\n else updateDoc(doc, change, spans);\n setSelectionNoUndo(doc, selAfter, sel_dontScroll);\n }\n\n // Handle the interaction of a change to a document with the editor\n // that this document is part of.\n function makeChangeSingleDocInEditor(cm, change, spans) {\n var doc = cm.doc, display = cm.display, from = change.from, to = change.to;\n\n var recomputeMaxLength = false, checkWidthStart = from.line;\n if (!cm.options.lineWrapping) {\n checkWidthStart = lineNo(visualLine(getLine(doc, from.line)));\n doc.iter(checkWidthStart, to.line + 1, function(line) {\n if (line == display.maxLine) {\n recomputeMaxLength = true;\n return true;\n }\n });\n }\n\n if (doc.sel.contains(change.from, change.to) > -1)\n signalCursorActivity(cm);\n\n updateDoc(doc, change, spans, estimateHeight(cm));\n\n if (!cm.options.lineWrapping) {\n doc.iter(checkWidthStart, from.line + change.text.length, function(line) {\n var len = lineLength(line);\n if (len > display.maxLineLength) {\n display.maxLine = line;\n display.maxLineLength = len;\n display.maxLineChanged = true;\n recomputeMaxLength = false;\n }\n });\n if (recomputeMaxLength) cm.curOp.updateMaxLine = true;\n }\n\n // Adjust frontier, schedule worker\n doc.frontier = Math.min(doc.frontier, from.line);\n startWorker(cm, 400);\n\n var lendiff = change.text.length - (to.line - from.line) - 1;\n // Remember that these lines changed, for updating the display\n if (from.line == to.line && change.text.length == 1 && !isWholeLineUpdate(cm.doc, change))\n regLineChange(cm, from.line, \"text\");\n else\n regChange(cm, from.line, to.line + 1, lendiff);\n\n var changesHandler = hasHandler(cm, \"changes\"), changeHandler = hasHandler(cm, \"change\");\n if (changeHandler || changesHandler) {\n var obj = {\n from: from, to: to,\n text: change.text,\n removed: change.removed,\n origin: change.origin\n };\n if (changeHandler) signalLater(cm, \"change\", cm, obj);\n if (changesHandler) (cm.curOp.changeObjs || (cm.curOp.changeObjs = [])).push(obj);\n }\n cm.display.selForContextMenu = null;\n }\n\n function replaceRange(doc, code, from, to, origin) {\n if (!to) to = from;\n if (cmp(to, from) < 0) { var tmp = to; to = from; from = tmp; }\n if (typeof code == \"string\") code = splitLines(code);\n makeChange(doc, {from: from, to: to, text: code, origin: origin});\n }\n\n // SCROLLING THINGS INTO VIEW\n\n // If an editor sits on the top or bottom of the window, partially\n // scrolled out of view, this ensures that the cursor is visible.\n function maybeScrollWindow(cm, coords) {\n var display = cm.display, box = display.sizer.getBoundingClientRect(), doScroll = null;\n if (coords.top + box.top < 0) doScroll = true;\n else if (coords.bottom + box.top > (window.innerHeight || document.documentElement.clientHeight)) doScroll = false;\n if (doScroll != null && !phantom) {\n var scrollNode = elt(\"div\", \"\\u200b\", null, \"position: absolute; top: \" +\n (coords.top - display.viewOffset - paddingTop(cm.display)) + \"px; height: \" +\n (coords.bottom - coords.top + scrollerCutOff) + \"px; left: \" +\n coords.left + \"px; width: 2px;\");\n cm.display.lineSpace.appendChild(scrollNode);\n scrollNode.scrollIntoView(doScroll);\n cm.display.lineSpace.removeChild(scrollNode);\n }\n }\n\n // Scroll a given position into view (immediately), verifying that\n // it actually became visible (as line heights are accurately\n // measured, the position of something may 'drift' during drawing).\n function scrollPosIntoView(cm, pos, end, margin) {\n if (margin == null) margin = 0;\n for (;;) {\n var changed = false, coords = cursorCoords(cm, pos);\n var endCoords = !end || end == pos ? coords : cursorCoords(cm, end);\n var scrollPos = calculateScrollPos(cm, Math.min(coords.left, endCoords.left),\n Math.min(coords.top, endCoords.top) - margin,\n Math.max(coords.left, endCoords.left),\n Math.max(coords.bottom, endCoords.bottom) + margin);\n var startTop = cm.doc.scrollTop, startLeft = cm.doc.scrollLeft;\n if (scrollPos.scrollTop != null) {\n setScrollTop(cm, scrollPos.scrollTop);\n if (Math.abs(cm.doc.scrollTop - startTop) > 1) changed = true;\n }\n if (scrollPos.scrollLeft != null) {\n setScrollLeft(cm, scrollPos.scrollLeft);\n if (Math.abs(cm.doc.scrollLeft - startLeft) > 1) changed = true;\n }\n if (!changed) return coords;\n }\n }\n\n // Scroll a given set of coordinates into view (immediately).\n function scrollIntoView(cm, x1, y1, x2, y2) {\n var scrollPos = calculateScrollPos(cm, x1, y1, x2, y2);\n if (scrollPos.scrollTop != null) setScrollTop(cm, scrollPos.scrollTop);\n if (scrollPos.scrollLeft != null) setScrollLeft(cm, scrollPos.scrollLeft);\n }\n\n // Calculate a new scroll position needed to scroll the given\n // rectangle into view. Returns an object with scrollTop and\n // scrollLeft properties. When these are undefined, the\n // vertical/horizontal position does not need to be adjusted.\n function calculateScrollPos(cm, x1, y1, x2, y2) {\n var display = cm.display, snapMargin = textHeight(cm.display);\n if (y1 < 0) y1 = 0;\n var screentop = cm.curOp && cm.curOp.scrollTop != null ? cm.curOp.scrollTop : display.scroller.scrollTop;\n var screen = display.scroller.clientHeight - scrollerCutOff, result = {};\n var docBottom = cm.doc.height + paddingVert(display);\n var atTop = y1 < snapMargin, atBottom = y2 > docBottom - snapMargin;\n if (y1 < screentop) {\n result.scrollTop = atTop ? 0 : y1;\n } else if (y2 > screentop + screen) {\n var newTop = Math.min(y1, (atBottom ? docBottom : y2) - screen);\n if (newTop != screentop) result.scrollTop = newTop;\n }\n\n var screenleft = cm.curOp && cm.curOp.scrollLeft != null ? cm.curOp.scrollLeft : display.scroller.scrollLeft;\n var screenw = display.scroller.clientWidth - scrollerCutOff;\n x1 += display.gutters.offsetWidth; x2 += display.gutters.offsetWidth;\n var gutterw = display.gutters.offsetWidth;\n var atLeft = x1 < gutterw + 10;\n if (x1 < screenleft + gutterw || atLeft) {\n if (atLeft) x1 = 0;\n result.scrollLeft = Math.max(0, x1 - 10 - gutterw);\n } else if (x2 > screenw + screenleft - 3) {\n result.scrollLeft = x2 + 10 - screenw;\n }\n return result;\n }\n\n // Store a relative adjustment to the scroll position in the current\n // operation (to be applied when the operation finishes).\n function addToScrollPos(cm, left, top) {\n if (left != null || top != null) resolveScrollToPos(cm);\n if (left != null)\n cm.curOp.scrollLeft = (cm.curOp.scrollLeft == null ? cm.doc.scrollLeft : cm.curOp.scrollLeft) + left;\n if (top != null)\n cm.curOp.scrollTop = (cm.curOp.scrollTop == null ? cm.doc.scrollTop : cm.curOp.scrollTop) + top;\n }\n\n // Make sure that at the end of the operation the current cursor is\n // shown.\n function ensureCursorVisible(cm) {\n resolveScrollToPos(cm);\n var cur = cm.getCursor(), from = cur, to = cur;\n if (!cm.options.lineWrapping) {\n from = cur.ch ? Pos(cur.line, cur.ch - 1) : cur;\n to = Pos(cur.line, cur.ch + 1);\n }\n cm.curOp.scrollToPos = {from: from, to: to, margin: cm.options.cursorScrollMargin, isCursor: true};\n }\n\n // When an operation has its scrollToPos property set, and another\n // scroll action is applied before the end of the operation, this\n // 'simulates' scrolling that position into view in a cheap way, so\n // that the effect of intermediate scroll commands is not ignored.\n function resolveScrollToPos(cm) {\n var range = cm.curOp.scrollToPos;\n if (range) {\n cm.curOp.scrollToPos = null;\n var from = estimateCoords(cm, range.from), to = estimateCoords(cm, range.to);\n var sPos = calculateScrollPos(cm, Math.min(from.left, to.left),\n Math.min(from.top, to.top) - range.margin,\n Math.max(from.right, to.right),\n Math.max(from.bottom, to.bottom) + range.margin);\n cm.scrollTo(sPos.scrollLeft, sPos.scrollTop);\n }\n }\n\n // API UTILITIES\n\n // Indent the given line. The how parameter can be \"smart\",\n // \"add\"/null, \"subtract\", or \"prev\". When aggressive is false\n // (typically set to true for forced single-line indents), empty\n // lines are not indented, and places where the mode returns Pass\n // are left alone.\n function indentLine(cm, n, how, aggressive) {\n var doc = cm.doc, state;\n if (how == null) how = \"add\";\n if (how == \"smart\") {\n // Fall back to \"prev\" when the mode doesn't have an indentation\n // method.\n if (!cm.doc.mode.indent) how = \"prev\";\n else state = getStateBefore(cm, n);\n }\n\n var tabSize = cm.options.tabSize;\n var line = getLine(doc, n), curSpace = countColumn(line.text, null, tabSize);\n if (line.stateAfter) line.stateAfter = null;\n var curSpaceString = line.text.match(/^\\s*/)[0], indentation;\n if (!aggressive && !/\\S/.test(line.text)) {\n indentation = 0;\n how = \"not\";\n } else if (how == \"smart\") {\n indentation = cm.doc.mode.indent(state, line.text.slice(curSpaceString.length), line.text);\n if (indentation == Pass) {\n if (!aggressive) return;\n how = \"prev\";\n }\n }\n if (how == \"prev\") {\n if (n > doc.first) indentation = countColumn(getLine(doc, n-1).text, null, tabSize);\n else indentation = 0;\n } else if (how == \"add\") {\n indentation = curSpace + cm.options.indentUnit;\n } else if (how == \"subtract\") {\n indentation = curSpace - cm.options.indentUnit;\n } else if (typeof how == \"number\") {\n indentation = curSpace + how;\n }\n indentation = Math.max(0, indentation);\n\n var indentString = \"\", pos = 0;\n if (cm.options.indentWithTabs)\n for (var i = Math.floor(indentation / tabSize); i; --i) {pos += tabSize; indentString += \"\\t\";}\n if (pos < indentation) indentString += spaceStr(indentation - pos);\n\n if (indentString != curSpaceString) {\n replaceRange(cm.doc, indentString, Pos(n, 0), Pos(n, curSpaceString.length), \"+input\");\n } else {\n // Ensure that, if the cursor was in the whitespace at the start\n // of the line, it is moved to the end of that space.\n for (var i = 0; i < doc.sel.ranges.length; i++) {\n var range = doc.sel.ranges[i];\n if (range.head.line == n && range.head.ch < curSpaceString.length) {\n var pos = Pos(n, curSpaceString.length);\n replaceOneSelection(doc, i, new Range(pos, pos));\n break;\n }\n }\n }\n line.stateAfter = null;\n }\n\n // Utility for applying a change to a line by handle or number,\n // returning the number and optionally registering the line as\n // changed.\n function changeLine(cm, handle, changeType, op) {\n var no = handle, line = handle, doc = cm.doc;\n if (typeof handle == \"number\") line = getLine(doc, clipLine(doc, handle));\n else no = lineNo(handle);\n if (no == null) return null;\n if (op(line, no)) regLineChange(cm, no, changeType);\n return line;\n }\n\n // Helper for deleting text near the selection(s), used to implement\n // backspace, delete, and similar functionality.\n function deleteNearSelection(cm, compute) {\n var ranges = cm.doc.sel.ranges, kill = [];\n // Build up a set of ranges to kill first, merging overlapping\n // ranges.\n for (var i = 0; i < ranges.length; i++) {\n var toKill = compute(ranges[i]);\n while (kill.length && cmp(toKill.from, lst(kill).to) <= 0) {\n var replaced = kill.pop();\n if (cmp(replaced.from, toKill.from) < 0) {\n toKill.from = replaced.from;\n break;\n }\n }\n kill.push(toKill);\n }\n // Next, remove those actual ranges.\n runInOp(cm, function() {\n for (var i = kill.length - 1; i >= 0; i--)\n replaceRange(cm.doc, \"\", kill[i].from, kill[i].to, \"+delete\");\n ensureCursorVisible(cm);\n });\n }\n\n // Used for horizontal relative motion. Dir is -1 or 1 (left or\n // right), unit can be \"char\", \"column\" (like char, but doesn't\n // cross line boundaries), \"word\" (across next word), or \"group\" (to\n // the start of next group of word or non-word-non-whitespace\n // chars). The visually param controls whether, in right-to-left\n // text, direction 1 means to move towards the next index in the\n // string, or towards the character to the right of the current\n // position. The resulting position will have a hitSide=true\n // property if it reached the end of the document.\n function findPosH(doc, pos, dir, unit, visually) {\n var line = pos.line, ch = pos.ch, origDir = dir;\n var lineObj = getLine(doc, line);\n var possible = true;\n function findNextLine() {\n var l = line + dir;\n if (l < doc.first || l >= doc.first + doc.size) return (possible = false);\n line = l;\n return lineObj = getLine(doc, l);\n }\n function moveOnce(boundToLine) {\n var next = (visually ? moveVisually : moveLogically)(lineObj, ch, dir, true);\n if (next == null) {\n if (!boundToLine && findNextLine()) {\n if (visually) ch = (dir < 0 ? lineRight : lineLeft)(lineObj);\n else ch = dir < 0 ? lineObj.text.length : 0;\n } else return (possible = false);\n } else ch = next;\n return true;\n }\n\n if (unit == \"char\") moveOnce();\n else if (unit == \"column\") moveOnce(true);\n else if (unit == \"word\" || unit == \"group\") {\n var sawType = null, group = unit == \"group\";\n var helper = doc.cm && doc.cm.getHelper(pos, \"wordChars\");\n for (var first = true;; first = false) {\n if (dir < 0 && !moveOnce(!first)) break;\n var cur = lineObj.text.charAt(ch) || \"\\n\";\n var type = isWordChar(cur, helper) ? \"w\"\n : group && cur == \"\\n\" ? \"n\"\n : !group || /\\s/.test(cur) ? null\n : \"p\";\n if (group && !first && !type) type = \"s\";\n if (sawType && sawType != type) {\n if (dir < 0) {dir = 1; moveOnce();}\n break;\n }\n\n if (type) sawType = type;\n if (dir > 0 && !moveOnce(!first)) break;\n }\n }\n var result = skipAtomic(doc, Pos(line, ch), origDir, true);\n if (!possible) result.hitSide = true;\n return result;\n }\n\n // For relative vertical movement. Dir may be -1 or 1. Unit can be\n // \"page\" or \"line\". The resulting position will have a hitSide=true\n // property if it reached the end of the document.\n function findPosV(cm, pos, dir, unit) {\n var doc = cm.doc, x = pos.left, y;\n if (unit == \"page\") {\n var pageSize = Math.min(cm.display.wrapper.clientHeight, window.innerHeight || document.documentElement.clientHeight);\n y = pos.top + dir * (pageSize - (dir < 0 ? 1.5 : .5) * textHeight(cm.display));\n } else if (unit == \"line\") {\n y = dir > 0 ? pos.bottom + 3 : pos.top - 3;\n }\n for (;;) {\n var target = coordsChar(cm, x, y);\n if (!target.outside) break;\n if (dir < 0 ? y <= 0 : y >= doc.height) { target.hitSide = true; break; }\n y += dir * 5;\n }\n return target;\n }\n\n // Find the word at the given position (as returned by coordsChar).\n function findWordAt(cm, pos) {\n var doc = cm.doc, line = getLine(doc, pos.line).text;\n var start = pos.ch, end = pos.ch;\n if (line) {\n var helper = cm.getHelper(pos, \"wordChars\");\n if ((pos.xRel < 0 || end == line.length) && start) --start; else ++end;\n var startChar = line.charAt(start);\n var check = isWordChar(startChar, helper)\n ? function(ch) { return isWordChar(ch, helper); }\n : /\\s/.test(startChar) ? function(ch) {return /\\s/.test(ch);}\n : function(ch) {return !/\\s/.test(ch) && !isWordChar(ch);};\n while (start > 0 && check(line.charAt(start - 1))) --start;\n while (end < line.length && check(line.charAt(end))) ++end;\n }\n return new Range(Pos(pos.line, start), Pos(pos.line, end));\n }\n\n // EDITOR METHODS\n\n // The publicly visible API. Note that methodOp(f) means\n // 'wrap f in an operation, performed on its `this` parameter'.\n\n // This is not the complete set of editor methods. Most of the\n // methods defined on the Doc type are also injected into\n // CodeMirror.prototype, for backwards compatibility and\n // convenience.\n\n CodeMirror.prototype = {\n constructor: CodeMirror,\n focus: function(){window.focus(); focusInput(this); fastPoll(this);},\n\n setOption: function(option, value) {\n var options = this.options, old = options[option];\n if (options[option] == value && option != \"mode\") return;\n options[option] = value;\n if (optionHandlers.hasOwnProperty(option))\n operation(this, optionHandlers[option])(this, value, old);\n },\n\n getOption: function(option) {return this.options[option];},\n getDoc: function() {return this.doc;},\n\n addKeyMap: function(map, bottom) {\n this.state.keyMaps[bottom ? \"push\" : \"unshift\"](map);\n },\n removeKeyMap: function(map) {\n var maps = this.state.keyMaps;\n for (var i = 0; i < maps.length; ++i)\n if (maps[i] == map || (typeof maps[i] != \"string\" && maps[i].name == map)) {\n maps.splice(i, 1);\n return true;\n }\n },\n\n addOverlay: methodOp(function(spec, options) {\n var mode = spec.token ? spec : CodeMirror.getMode(this.options, spec);\n if (mode.startState) throw new Error(\"Overlays may not be stateful.\");\n this.state.overlays.push({mode: mode, modeSpec: spec, opaque: options && options.opaque});\n this.state.modeGen++;\n regChange(this);\n }),\n removeOverlay: methodOp(function(spec) {\n var overlays = this.state.overlays;\n for (var i = 0; i < overlays.length; ++i) {\n var cur = overlays[i].modeSpec;\n if (cur == spec || typeof spec == \"string\" && cur.name == spec) {\n overlays.splice(i, 1);\n this.state.modeGen++;\n regChange(this);\n return;\n }\n }\n }),\n\n indentLine: methodOp(function(n, dir, aggressive) {\n if (typeof dir != \"string\" && typeof dir != \"number\") {\n if (dir == null) dir = this.options.smartIndent ? \"smart\" : \"prev\";\n else dir = dir ? \"add\" : \"subtract\";\n }\n if (isLine(this.doc, n)) indentLine(this, n, dir, aggressive);\n }),\n indentSelection: methodOp(function(how) {\n var ranges = this.doc.sel.ranges, end = -1;\n for (var i = 0; i < ranges.length; i++) {\n var range = ranges[i];\n if (!range.empty()) {\n var start = Math.max(end, range.from().line);\n var to = range.to();\n end = Math.min(this.lastLine(), to.line - (to.ch ? 0 : 1)) + 1;\n for (var j = start; j < end; ++j)\n indentLine(this, j, how);\n } else if (range.head.line > end) {\n indentLine(this, range.head.line, how, true);\n end = range.head.line;\n if (i == this.doc.sel.primIndex) ensureCursorVisible(this);\n }\n }\n }),\n\n // Fetch the parser token for a given character. Useful for hacks\n // that want to inspect the mode state (say, for completion).\n getTokenAt: function(pos, precise) {\n var doc = this.doc;\n pos = clipPos(doc, pos);\n var state = getStateBefore(this, pos.line, precise), mode = this.doc.mode;\n var line = getLine(doc, pos.line);\n var stream = new StringStream(line.text, this.options.tabSize);\n while (stream.pos < pos.ch && !stream.eol()) {\n stream.start = stream.pos;\n var style = readToken(mode, stream, state);\n }\n return {start: stream.start,\n end: stream.pos,\n string: stream.current(),\n type: style || null,\n state: state};\n },\n\n getTokenTypeAt: function(pos) {\n pos = clipPos(this.doc, pos);\n var styles = getLineStyles(this, getLine(this.doc, pos.line));\n var before = 0, after = (styles.length - 1) / 2, ch = pos.ch;\n var type;\n if (ch == 0) type = styles[2];\n else for (;;) {\n var mid = (before + after) >> 1;\n if ((mid ? styles[mid * 2 - 1] : 0) >= ch) after = mid;\n else if (styles[mid * 2 + 1] < ch) before = mid + 1;\n else { type = styles[mid * 2 + 2]; break; }\n }\n var cut = type ? type.indexOf(\"cm-overlay \") : -1;\n return cut < 0 ? type : cut == 0 ? null : type.slice(0, cut - 1);\n },\n\n getModeAt: function(pos) {\n var mode = this.doc.mode;\n if (!mode.innerMode) return mode;\n return CodeMirror.innerMode(mode, this.getTokenAt(pos).state).mode;\n },\n\n getHelper: function(pos, type) {\n return this.getHelpers(pos, type)[0];\n },\n\n getHelpers: function(pos, type) {\n var found = [];\n if (!helpers.hasOwnProperty(type)) return helpers;\n var help = helpers[type], mode = this.getModeAt(pos);\n if (typeof mode[type] == \"string\") {\n if (help[mode[type]]) found.push(help[mode[type]]);\n } else if (mode[type]) {\n for (var i = 0; i < mode[type].length; i++) {\n var val = help[mode[type][i]];\n if (val) found.push(val);\n }\n } else if (mode.helperType && help[mode.helperType]) {\n found.push(help[mode.helperType]);\n } else if (help[mode.name]) {\n found.push(help[mode.name]);\n }\n for (var i = 0; i < help._global.length; i++) {\n var cur = help._global[i];\n if (cur.pred(mode, this) && indexOf(found, cur.val) == -1)\n found.push(cur.val);\n }\n return found;\n },\n\n getStateAfter: function(line, precise) {\n var doc = this.doc;\n line = clipLine(doc, line == null ? doc.first + doc.size - 1: line);\n return getStateBefore(this, line + 1, precise);\n },\n\n cursorCoords: function(start, mode) {\n var pos, range = this.doc.sel.primary();\n if (start == null) pos = range.head;\n else if (typeof start == \"object\") pos = clipPos(this.doc, start);\n else pos = start ? range.from() : range.to();\n return cursorCoords(this, pos, mode || \"page\");\n },\n\n charCoords: function(pos, mode) {\n return charCoords(this, clipPos(this.doc, pos), mode || \"page\");\n },\n\n coordsChar: function(coords, mode) {\n coords = fromCoordSystem(this, coords, mode || \"page\");\n return coordsChar(this, coords.left, coords.top);\n },\n\n lineAtHeight: function(height, mode) {\n height = fromCoordSystem(this, {top: height, left: 0}, mode || \"page\").top;\n return lineAtHeight(this.doc, height + this.display.viewOffset);\n },\n heightAtLine: function(line, mode) {\n var end = false, last = this.doc.first + this.doc.size - 1;\n if (line < this.doc.first) line = this.doc.first;\n else if (line > last) { line = last; end = true; }\n var lineObj = getLine(this.doc, line);\n return intoCoordSystem(this, lineObj, {top: 0, left: 0}, mode || \"page\").top +\n (end ? this.doc.height - heightAtLine(lineObj) : 0);\n },\n\n defaultTextHeight: function() { return textHeight(this.display); },\n defaultCharWidth: function() { return charWidth(this.display); },\n\n setGutterMarker: methodOp(function(line, gutterID, value) {\n return changeLine(this, line, \"gutter\", function(line) {\n var markers = line.gutterMarkers || (line.gutterMarkers = {});\n markers[gutterID] = value;\n if (!value && isEmpty(markers)) line.gutterMarkers = null;\n return true;\n });\n }),\n\n clearGutter: methodOp(function(gutterID) {\n var cm = this, doc = cm.doc, i = doc.first;\n doc.iter(function(line) {\n if (line.gutterMarkers && line.gutterMarkers[gutterID]) {\n line.gutterMarkers[gutterID] = null;\n regLineChange(cm, i, \"gutter\");\n if (isEmpty(line.gutterMarkers)) line.gutterMarkers = null;\n }\n ++i;\n });\n }),\n\n addLineClass: methodOp(function(handle, where, cls) {\n return changeLine(this, handle, \"class\", function(line) {\n var prop = where == \"text\" ? \"textClass\" : where == \"background\" ? \"bgClass\" : \"wrapClass\";\n if (!line[prop]) line[prop] = cls;\n else if (new RegExp(\"(?:^|\\\\s)\" + cls + \"(?:$|\\\\s)\").test(line[prop])) return false;\n else line[prop] += \" \" + cls;\n return true;\n });\n }),\n\n removeLineClass: methodOp(function(handle, where, cls) {\n return changeLine(this, handle, \"class\", function(line) {\n var prop = where == \"text\" ? \"textClass\" : where == \"background\" ? \"bgClass\" : \"wrapClass\";\n var cur = line[prop];\n if (!cur) return false;\n else if (cls == null) line[prop] = null;\n else {\n var found = cur.match(new RegExp(\"(?:^|\\\\s+)\" + cls + \"(?:$|\\\\s+)\"));\n if (!found) return false;\n var end = found.index + found[0].length;\n line[prop] = cur.slice(0, found.index) + (!found.index || end == cur.length ? \"\" : \" \") + cur.slice(end) || null;\n }\n return true;\n });\n }),\n\n addLineWidget: methodOp(function(handle, node, options) {\n return addLineWidget(this, handle, node, options);\n }),\n\n removeLineWidget: function(widget) { widget.clear(); },\n\n lineInfo: function(line) {\n if (typeof line == \"number\") {\n if (!isLine(this.doc, line)) return null;\n var n = line;\n line = getLine(this.doc, line);\n if (!line) return null;\n } else {\n var n = lineNo(line);\n if (n == null) return null;\n }\n return {line: n, handle: line, text: line.text, gutterMarkers: line.gutterMarkers,\n textClass: line.textClass, bgClass: line.bgClass, wrapClass: line.wrapClass,\n widgets: line.widgets};\n },\n\n getViewport: function() { return {from: this.display.viewFrom, to: this.display.viewTo};},\n\n addWidget: function(pos, node, scroll, vert, horiz) {\n var display = this.display;\n pos = cursorCoords(this, clipPos(this.doc, pos));\n var top = pos.bottom, left = pos.left;\n node.style.position = \"absolute\";\n display.sizer.appendChild(node);\n if (vert == \"over\") {\n top = pos.top;\n } else if (vert == \"above\" || vert == \"near\") {\n var vspace = Math.max(display.wrapper.clientHeight, this.doc.height),\n hspace = Math.max(display.sizer.clientWidth, display.lineSpace.clientWidth);\n // Default to positioning above (if specified and possible); otherwise default to positioning below\n if ((vert == 'above' || pos.bottom + node.offsetHeight > vspace) && pos.top > node.offsetHeight)\n top = pos.top - node.offsetHeight;\n else if (pos.bottom + node.offsetHeight <= vspace)\n top = pos.bottom;\n if (left + node.offsetWidth > hspace)\n left = hspace - node.offsetWidth;\n }\n node.style.top = top + \"px\";\n node.style.left = node.style.right = \"\";\n if (horiz == \"right\") {\n left = display.sizer.clientWidth - node.offsetWidth;\n node.style.right = \"0px\";\n } else {\n if (horiz == \"left\") left = 0;\n else if (horiz == \"middle\") left = (display.sizer.clientWidth - node.offsetWidth) / 2;\n node.style.left = left + \"px\";\n }\n if (scroll)\n scrollIntoView(this, left, top, left + node.offsetWidth, top + node.offsetHeight);\n },\n\n triggerOnKeyDown: methodOp(onKeyDown),\n triggerOnKeyPress: methodOp(onKeyPress),\n triggerOnKeyUp: methodOp(onKeyUp),\n\n execCommand: function(cmd) {\n if (commands.hasOwnProperty(cmd))\n return commands[cmd](this);\n },\n\n findPosH: function(from, amount, unit, visually) {\n var dir = 1;\n if (amount < 0) { dir = -1; amount = -amount; }\n for (var i = 0, cur = clipPos(this.doc, from); i < amount; ++i) {\n cur = findPosH(this.doc, cur, dir, unit, visually);\n if (cur.hitSide) break;\n }\n return cur;\n },\n\n moveH: methodOp(function(dir, unit) {\n var cm = this;\n cm.extendSelectionsBy(function(range) {\n if (cm.display.shift || cm.doc.extend || range.empty())\n return findPosH(cm.doc, range.head, dir, unit, cm.options.rtlMoveVisually);\n else\n return dir < 0 ? range.from() : range.to();\n }, sel_move);\n }),\n\n deleteH: methodOp(function(dir, unit) {\n var sel = this.doc.sel, doc = this.doc;\n if (sel.somethingSelected())\n doc.replaceSelection(\"\", null, \"+delete\");\n else\n deleteNearSelection(this, function(range) {\n var other = findPosH(doc, range.head, dir, unit, false);\n return dir < 0 ? {from: other, to: range.head} : {from: range.head, to: other};\n });\n }),\n\n findPosV: function(from, amount, unit, goalColumn) {\n var dir = 1, x = goalColumn;\n if (amount < 0) { dir = -1; amount = -amount; }\n for (var i = 0, cur = clipPos(this.doc, from); i < amount; ++i) {\n var coords = cursorCoords(this, cur, \"div\");\n if (x == null) x = coords.left;\n else coords.left = x;\n cur = findPosV(this, coords, dir, unit);\n if (cur.hitSide) break;\n }\n return cur;\n },\n\n moveV: methodOp(function(dir, unit) {\n var cm = this, doc = this.doc, goals = [];\n var collapse = !cm.display.shift && !doc.extend && doc.sel.somethingSelected();\n doc.extendSelectionsBy(function(range) {\n if (collapse)\n return dir < 0 ? range.from() : range.to();\n var headPos = cursorCoords(cm, range.head, \"div\");\n if (range.goalColumn != null) headPos.left = range.goalColumn;\n goals.push(headPos.left);\n var pos = findPosV(cm, headPos, dir, unit);\n if (unit == \"page\" && range == doc.sel.primary())\n addToScrollPos(cm, null, charCoords(cm, pos, \"div\").top - headPos.top);\n return pos;\n }, sel_move);\n if (goals.length) for (var i = 0; i < doc.sel.ranges.length; i++)\n doc.sel.ranges[i].goalColumn = goals[i];\n }),\n\n toggleOverwrite: function(value) {\n if (value != null && value == this.state.overwrite) return;\n if (this.state.overwrite = !this.state.overwrite)\n addClass(this.display.cursorDiv, \"CodeMirror-overwrite\");\n else\n rmClass(this.display.cursorDiv, \"CodeMirror-overwrite\");\n\n signal(this, \"overwriteToggle\", this, this.state.overwrite);\n },\n hasFocus: function() { return activeElt() == this.display.input; },\n\n scrollTo: methodOp(function(x, y) {\n if (x != null || y != null) resolveScrollToPos(this);\n if (x != null) this.curOp.scrollLeft = x;\n if (y != null) this.curOp.scrollTop = y;\n }),\n getScrollInfo: function() {\n var scroller = this.display.scroller, co = scrollerCutOff;\n return {left: scroller.scrollLeft, top: scroller.scrollTop,\n height: scroller.scrollHeight - co, width: scroller.scrollWidth - co,\n clientHeight: scroller.clientHeight - co, clientWidth: scroller.clientWidth - co};\n },\n\n scrollIntoView: methodOp(function(range, margin) {\n if (range == null) {\n range = {from: this.doc.sel.primary().head, to: null};\n if (margin == null) margin = this.options.cursorScrollMargin;\n } else if (typeof range == \"number\") {\n range = {from: Pos(range, 0), to: null};\n } else if (range.from == null) {\n range = {from: range, to: null};\n }\n if (!range.to) range.to = range.from;\n range.margin = margin || 0;\n\n if (range.from.line != null) {\n resolveScrollToPos(this);\n this.curOp.scrollToPos = range;\n } else {\n var sPos = calculateScrollPos(this, Math.min(range.from.left, range.to.left),\n Math.min(range.from.top, range.to.top) - range.margin,\n Math.max(range.from.right, range.to.right),\n Math.max(range.from.bottom, range.to.bottom) + range.margin);\n this.scrollTo(sPos.scrollLeft, sPos.scrollTop);\n }\n }),\n\n setSize: methodOp(function(width, height) {\n function interpret(val) {\n return typeof val == \"number\" || /^\\d+$/.test(String(val)) ? val + \"px\" : val;\n }\n if (width != null) this.display.wrapper.style.width = interpret(width);\n if (height != null) this.display.wrapper.style.height = interpret(height);\n if (this.options.lineWrapping) clearLineMeasurementCache(this);\n this.curOp.forceUpdate = true;\n signal(this, \"refresh\", this);\n }),\n\n operation: function(f){return runInOp(this, f);},\n\n refresh: methodOp(function() {\n var oldHeight = this.display.cachedTextHeight;\n regChange(this);\n this.curOp.forceUpdate = true;\n clearCaches(this);\n this.scrollTo(this.doc.scrollLeft, this.doc.scrollTop);\n updateGutterSpace(this);\n if (oldHeight == null || Math.abs(oldHeight - textHeight(this.display)) > .5)\n estimateLineHeights(this);\n signal(this, \"refresh\", this);\n }),\n\n swapDoc: methodOp(function(doc) {\n var old = this.doc;\n old.cm = null;\n attachDoc(this, doc);\n clearCaches(this);\n resetInput(this);\n this.scrollTo(doc.scrollLeft, doc.scrollTop);\n signalLater(this, \"swapDoc\", this, old);\n return old;\n }),\n\n getInputField: function(){return this.display.input;},\n getWrapperElement: function(){return this.display.wrapper;},\n getScrollerElement: function(){return this.display.scroller;},\n getGutterElement: function(){return this.display.gutters;}\n };\n eventMixin(CodeMirror);\n\n // OPTION DEFAULTS\n\n // The default configuration options.\n var defaults = CodeMirror.defaults = {};\n // Functions to run when options are changed.\n var optionHandlers = CodeMirror.optionHandlers = {};\n\n function option(name, deflt, handle, notOnInit) {\n CodeMirror.defaults[name] = deflt;\n if (handle) optionHandlers[name] =\n notOnInit ? function(cm, val, old) {if (old != Init) handle(cm, val, old);} : handle;\n }\n\n // Passed to option handlers when there is no old value.\n var Init = CodeMirror.Init = {toString: function(){return \"CodeMirror.Init\";}};\n\n // These two are, on init, called from the constructor because they\n // have to be initialized before the editor can start at all.\n option(\"value\", \"\", function(cm, val) {\n cm.setValue(val);\n }, true);\n option(\"mode\", null, function(cm, val) {\n cm.doc.modeOption = val;\n loadMode(cm);\n }, true);\n\n option(\"indentUnit\", 2, loadMode, true);\n option(\"indentWithTabs\", false);\n option(\"smartIndent\", true);\n option(\"tabSize\", 4, function(cm) {\n resetModeState(cm);\n clearCaches(cm);\n regChange(cm);\n }, true);\n option(\"specialChars\", /[\\t\\u0000-\\u0019\\u00ad\\u200b\\u2028\\u2029\\ufeff]/g, function(cm, val) {\n cm.options.specialChars = new RegExp(val.source + (val.test(\"\\t\") ? \"\" : \"|\\t\"), \"g\");\n cm.refresh();\n }, true);\n option(\"specialCharPlaceholder\", defaultSpecialCharPlaceholder, function(cm) {cm.refresh();}, true);\n option(\"electricChars\", true);\n option(\"rtlMoveVisually\", !windows);\n option(\"wholeLineUpdateBefore\", true);\n\n option(\"theme\", \"default\", function(cm) {\n themeChanged(cm);\n guttersChanged(cm);\n }, true);\n option(\"keyMap\", \"default\", keyMapChanged);\n option(\"extraKeys\", null);\n\n option(\"lineWrapping\", false, wrappingChanged, true);\n option(\"gutters\", [], function(cm) {\n setGuttersForLineNumbers(cm.options);\n guttersChanged(cm);\n }, true);\n option(\"fixedGutter\", true, function(cm, val) {\n cm.display.gutters.style.left = val ? compensateForHScroll(cm.display) + \"px\" : \"0\";\n cm.refresh();\n }, true);\n option(\"coverGutterNextToScrollbar\", false, updateScrollbars, true);\n option(\"lineNumbers\", false, function(cm) {\n setGuttersForLineNumbers(cm.options);\n guttersChanged(cm);\n }, true);\n option(\"firstLineNumber\", 1, guttersChanged, true);\n option(\"lineNumberFormatter\", function(integer) {return integer;}, guttersChanged, true);\n option(\"showCursorWhenSelecting\", false, updateSelection, true);\n\n option(\"resetSelectionOnContextMenu\", true);\n\n option(\"readOnly\", false, function(cm, val) {\n if (val == \"nocursor\") {\n onBlur(cm);\n cm.display.input.blur();\n cm.display.disabled = true;\n } else {\n cm.display.disabled = false;\n if (!val) resetInput(cm);\n }\n });\n option(\"disableInput\", false, function(cm, val) {if (!val) resetInput(cm);}, true);\n option(\"dragDrop\", true);\n\n option(\"cursorBlinkRate\", 530);\n option(\"cursorScrollMargin\", 0);\n option(\"cursorHeight\", 1);\n option(\"workTime\", 100);\n option(\"workDelay\", 100);\n option(\"flattenSpans\", true, resetModeState, true);\n option(\"addModeClass\", false, resetModeState, true);\n option(\"pollInterval\", 100);\n option(\"undoDepth\", 200, function(cm, val){cm.doc.history.undoDepth = val;});\n option(\"historyEventDelay\", 1250);\n option(\"viewportMargin\", 10, function(cm){cm.refresh();}, true);\n option(\"maxHighlightLength\", 10000, resetModeState, true);\n option(\"moveInputWithCursor\", true, function(cm, val) {\n if (!val) cm.display.inputDiv.style.top = cm.display.inputDiv.style.left = 0;\n });\n\n option(\"tabindex\", null, function(cm, val) {\n cm.display.input.tabIndex = val || \"\";\n });\n option(\"autofocus\", null);\n\n // MODE DEFINITION AND QUERYING\n\n // Known modes, by name and by MIME\n var modes = CodeMirror.modes = {}, mimeModes = CodeMirror.mimeModes = {};\n\n // Extra arguments are stored as the mode's dependencies, which is\n // used by (legacy) mechanisms like loadmode.js to automatically\n // load a mode. (Preferred mechanism is the require/define calls.)\n CodeMirror.defineMode = function(name, mode) {\n if (!CodeMirror.defaults.mode && name != \"null\") CodeMirror.defaults.mode = name;\n if (arguments.length > 2) {\n mode.dependencies = [];\n for (var i = 2; i < arguments.length; ++i) mode.dependencies.push(arguments[i]);\n }\n modes[name] = mode;\n };\n\n CodeMirror.defineMIME = function(mime, spec) {\n mimeModes[mime] = spec;\n };\n\n // Given a MIME type, a {name, ...options} config object, or a name\n // string, return a mode config object.\n CodeMirror.resolveMode = function(spec) {\n if (typeof spec == \"string\" && mimeModes.hasOwnProperty(spec)) {\n spec = mimeModes[spec];\n } else if (spec && typeof spec.name == \"string\" && mimeModes.hasOwnProperty(spec.name)) {\n var found = mimeModes[spec.name];\n if (typeof found == \"string\") found = {name: found};\n spec = createObj(found, spec);\n spec.name = found.name;\n } else if (typeof spec == \"string\" && /^[\\w\\-]+\\/[\\w\\-]+\\+xml$/.test(spec)) {\n return CodeMirror.resolveMode(\"application/xml\");\n }\n if (typeof spec == \"string\") return {name: spec};\n else return spec || {name: \"null\"};\n };\n\n // Given a mode spec (anything that resolveMode accepts), find and\n // initialize an actual mode object.\n CodeMirror.getMode = function(options, spec) {\n var spec = CodeMirror.resolveMode(spec);\n var mfactory = modes[spec.name];\n if (!mfactory) return CodeMirror.getMode(options, \"text/plain\");\n var modeObj = mfactory(options, spec);\n if (modeExtensions.hasOwnProperty(spec.name)) {\n var exts = modeExtensions[spec.name];\n for (var prop in exts) {\n if (!exts.hasOwnProperty(prop)) continue;\n if (modeObj.hasOwnProperty(prop)) modeObj[\"_\" + prop] = modeObj[prop];\n modeObj[prop] = exts[prop];\n }\n }\n modeObj.name = spec.name;\n if (spec.helperType) modeObj.helperType = spec.helperType;\n if (spec.modeProps) for (var prop in spec.modeProps)\n modeObj[prop] = spec.modeProps[prop];\n\n return modeObj;\n };\n\n // Minimal default mode.\n CodeMirror.defineMode(\"null\", function() {\n return {token: function(stream) {stream.skipToEnd();}};\n });\n CodeMirror.defineMIME(\"text/plain\", \"null\");\n\n // This can be used to attach properties to mode objects from\n // outside the actual mode definition.\n var modeExtensions = CodeMirror.modeExtensions = {};\n CodeMirror.extendMode = function(mode, properties) {\n var exts = modeExtensions.hasOwnProperty(mode) ? modeExtensions[mode] : (modeExtensions[mode] = {});\n copyObj(properties, exts);\n };\n\n // EXTENSIONS\n\n CodeMirror.defineExtension = function(name, func) {\n CodeMirror.prototype[name] = func;\n };\n CodeMirror.defineDocExtension = function(name, func) {\n Doc.prototype[name] = func;\n };\n CodeMirror.defineOption = option;\n\n var initHooks = [];\n CodeMirror.defineInitHook = function(f) {initHooks.push(f);};\n\n var helpers = CodeMirror.helpers = {};\n CodeMirror.registerHelper = function(type, name, value) {\n if (!helpers.hasOwnProperty(type)) helpers[type] = CodeMirror[type] = {_global: []};\n helpers[type][name] = value;\n };\n CodeMirror.registerGlobalHelper = function(type, name, predicate, value) {\n CodeMirror.registerHelper(type, name, value);\n helpers[type]._global.push({pred: predicate, val: value});\n };\n\n // MODE STATE HANDLING\n\n // Utility functions for working with state. Exported because nested\n // modes need to do this for their inner modes.\n\n var copyState = CodeMirror.copyState = function(mode, state) {\n if (state === true) return state;\n if (mode.copyState) return mode.copyState(state);\n var nstate = {};\n for (var n in state) {\n var val = state[n];\n if (val instanceof Array) val = val.concat([]);\n nstate[n] = val;\n }\n return nstate;\n };\n\n var startState = CodeMirror.startState = function(mode, a1, a2) {\n return mode.startState ? mode.startState(a1, a2) : true;\n };\n\n // Given a mode and a state (for that mode), find the inner mode and\n // state at the position that the state refers to.\n CodeMirror.innerMode = function(mode, state) {\n while (mode.innerMode) {\n var info = mode.innerMode(state);\n if (!info || info.mode == mode) break;\n state = info.state;\n mode = info.mode;\n }\n return info || {mode: mode, state: state};\n };\n\n // STANDARD COMMANDS\n\n // Commands are parameter-less actions that can be performed on an\n // editor, mostly used for keybindings.\n var commands = CodeMirror.commands = {\n selectAll: function(cm) {cm.setSelection(Pos(cm.firstLine(), 0), Pos(cm.lastLine()), sel_dontScroll);},\n singleSelection: function(cm) {\n cm.setSelection(cm.getCursor(\"anchor\"), cm.getCursor(\"head\"), sel_dontScroll);\n },\n killLine: function(cm) {\n deleteNearSelection(cm, function(range) {\n if (range.empty()) {\n var len = getLine(cm.doc, range.head.line).text.length;\n if (range.head.ch == len && range.head.line < cm.lastLine())\n return {from: range.head, to: Pos(range.head.line + 1, 0)};\n else\n return {from: range.head, to: Pos(range.head.line, len)};\n } else {\n return {from: range.from(), to: range.to()};\n }\n });\n },\n deleteLine: function(cm) {\n deleteNearSelection(cm, function(range) {\n return {from: Pos(range.from().line, 0),\n to: clipPos(cm.doc, Pos(range.to().line + 1, 0))};\n });\n },\n delLineLeft: function(cm) {\n deleteNearSelection(cm, function(range) {\n return {from: Pos(range.from().line, 0), to: range.from()};\n });\n },\n undo: function(cm) {cm.undo();},\n redo: function(cm) {cm.redo();},\n undoSelection: function(cm) {cm.undoSelection();},\n redoSelection: function(cm) {cm.redoSelection();},\n goDocStart: function(cm) {cm.extendSelection(Pos(cm.firstLine(), 0));},\n goDocEnd: function(cm) {cm.extendSelection(Pos(cm.lastLine()));},\n goLineStart: function(cm) {\n cm.extendSelectionsBy(function(range) { return lineStart(cm, range.head.line); }, sel_move);\n },\n goLineStartSmart: function(cm) {\n cm.extendSelectionsBy(function(range) {\n var start = lineStart(cm, range.head.line);\n var line = cm.getLineHandle(start.line);\n var order = getOrder(line);\n if (!order || order[0].level == 0) {\n var firstNonWS = Math.max(0, line.text.search(/\\S/));\n var inWS = range.head.line == start.line && range.head.ch <= firstNonWS && range.head.ch;\n return Pos(start.line, inWS ? 0 : firstNonWS);\n }\n return start;\n }, sel_move);\n },\n goLineEnd: function(cm) {\n cm.extendSelectionsBy(function(range) { return lineEnd(cm, range.head.line); }, sel_move);\n },\n goLineRight: function(cm) {\n cm.extendSelectionsBy(function(range) {\n var top = cm.charCoords(range.head, \"div\").top + 5;\n return cm.coordsChar({left: cm.display.lineDiv.offsetWidth + 100, top: top}, \"div\");\n }, sel_move);\n },\n goLineLeft: function(cm) {\n cm.extendSelectionsBy(function(range) {\n var top = cm.charCoords(range.head, \"div\").top + 5;\n return cm.coordsChar({left: 0, top: top}, \"div\");\n }, sel_move);\n },\n goLineUp: function(cm) {cm.moveV(-1, \"line\");},\n goLineDown: function(cm) {cm.moveV(1, \"line\");},\n goPageUp: function(cm) {cm.moveV(-1, \"page\");},\n goPageDown: function(cm) {cm.moveV(1, \"page\");},\n goCharLeft: function(cm) {cm.moveH(-1, \"char\");},\n goCharRight: function(cm) {cm.moveH(1, \"char\");},\n goColumnLeft: function(cm) {cm.moveH(-1, \"column\");},\n goColumnRight: function(cm) {cm.moveH(1, \"column\");},\n goWordLeft: function(cm) {cm.moveH(-1, \"word\");},\n goGroupRight: function(cm) {cm.moveH(1, \"group\");},\n goGroupLeft: function(cm) {cm.moveH(-1, \"group\");},\n goWordRight: function(cm) {cm.moveH(1, \"word\");},\n delCharBefore: function(cm) {cm.deleteH(-1, \"char\");},\n delCharAfter: function(cm) {cm.deleteH(1, \"char\");},\n delWordBefore: function(cm) {cm.deleteH(-1, \"word\");},\n delWordAfter: function(cm) {cm.deleteH(1, \"word\");},\n delGroupBefore: function(cm) {cm.deleteH(-1, \"group\");},\n delGroupAfter: function(cm) {cm.deleteH(1, \"group\");},\n indentAuto: function(cm) {cm.indentSelection(\"smart\");},\n indentMore: function(cm) {cm.indentSelection(\"add\");},\n indentLess: function(cm) {cm.indentSelection(\"subtract\");},\n insertTab: function(cm) {cm.replaceSelection(\"\\t\");},\n insertSoftTab: function(cm) {\n var spaces = [], ranges = cm.listSelections(), tabSize = cm.options.tabSize;\n for (var i = 0; i < ranges.length; i++) {\n var pos = ranges[i].from();\n var col = countColumn(cm.getLine(pos.line), pos.ch, tabSize);\n spaces.push(new Array(tabSize - col % tabSize + 1).join(\" \"));\n }\n cm.replaceSelections(spaces);\n },\n defaultTab: function(cm) {\n if (cm.somethingSelected()) cm.indentSelection(\"add\");\n else cm.execCommand(\"insertTab\");\n },\n transposeChars: function(cm) {\n runInOp(cm, function() {\n var ranges = cm.listSelections(), newSel = [];\n for (var i = 0; i < ranges.length; i++) {\n var cur = ranges[i].head, line = getLine(cm.doc, cur.line).text;\n if (line) {\n if (cur.ch == line.length) cur = new Pos(cur.line, cur.ch - 1);\n if (cur.ch > 0) {\n cur = new Pos(cur.line, cur.ch + 1);\n cm.replaceRange(line.charAt(cur.ch - 1) + line.charAt(cur.ch - 2),\n Pos(cur.line, cur.ch - 2), cur, \"+transpose\");\n } else if (cur.line > cm.doc.first) {\n var prev = getLine(cm.doc, cur.line - 1).text;\n if (prev)\n cm.replaceRange(line.charAt(0) + \"\\n\" + prev.charAt(prev.length - 1),\n Pos(cur.line - 1, prev.length - 1), Pos(cur.line, 1), \"+transpose\");\n }\n }\n newSel.push(new Range(cur, cur));\n }\n cm.setSelections(newSel);\n });\n },\n newlineAndIndent: function(cm) {\n runInOp(cm, function() {\n var len = cm.listSelections().length;\n for (var i = 0; i < len; i++) {\n var range = cm.listSelections()[i];\n cm.replaceRange(\"\\n\", range.anchor, range.head, \"+input\");\n cm.indentLine(range.from().line + 1, null, true);\n ensureCursorVisible(cm);\n }\n });\n },\n toggleOverwrite: function(cm) {cm.toggleOverwrite();}\n };\n\n // STANDARD KEYMAPS\n\n var keyMap = CodeMirror.keyMap = {};\n keyMap.basic = {\n \"Left\": \"goCharLeft\", \"Right\": \"goCharRight\", \"Up\": \"goLineUp\", \"Down\": \"goLineDown\",\n \"End\": \"goLineEnd\", \"Home\": \"goLineStartSmart\", \"PageUp\": \"goPageUp\", \"PageDown\": \"goPageDown\",\n \"Delete\": \"delCharAfter\", \"Backspace\": \"delCharBefore\", \"Shift-Backspace\": \"delCharBefore\",\n \"Tab\": \"defaultTab\", \"Shift-Tab\": \"indentAuto\",\n \"Enter\": \"newlineAndIndent\", \"Insert\": \"toggleOverwrite\",\n \"Esc\": \"singleSelection\"\n };\n // Note that the save and find-related commands aren't defined by\n // default. User code or addons can define them. Unknown commands\n // are simply ignored.\n keyMap.pcDefault = {\n \"Ctrl-A\": \"selectAll\", \"Ctrl-D\": \"deleteLine\", \"Ctrl-Z\": \"undo\", \"Shift-Ctrl-Z\": \"redo\", \"Ctrl-Y\": \"redo\",\n \"Ctrl-Home\": \"goDocStart\", \"Ctrl-Up\": \"goDocStart\", \"Ctrl-End\": \"goDocEnd\", \"Ctrl-Down\": \"goDocEnd\",\n \"Ctrl-Left\": \"goGroupLeft\", \"Ctrl-Right\": \"goGroupRight\", \"Alt-Left\": \"goLineStart\", \"Alt-Right\": \"goLineEnd\",\n \"Ctrl-Backspace\": \"delGroupBefore\", \"Ctrl-Delete\": \"delGroupAfter\", \"Ctrl-S\": \"save\", \"Ctrl-F\": \"find\",\n \"Ctrl-G\": \"findNext\", \"Shift-Ctrl-G\": \"findPrev\", \"Shift-Ctrl-F\": \"replace\", \"Shift-Ctrl-R\": \"replaceAll\",\n \"Ctrl-[\": \"indentLess\", \"Ctrl-]\": \"indentMore\",\n \"Ctrl-U\": \"undoSelection\", \"Shift-Ctrl-U\": \"redoSelection\", \"Alt-U\": \"redoSelection\",\n fallthrough: \"basic\"\n };\n keyMap.macDefault = {\n \"Cmd-A\": \"selectAll\", \"Cmd-D\": \"deleteLine\", \"Cmd-Z\": \"undo\", \"Shift-Cmd-Z\": \"redo\", \"Cmd-Y\": \"redo\",\n \"Cmd-Up\": \"goDocStart\", \"Cmd-End\": \"goDocEnd\", \"Cmd-Down\": \"goDocEnd\", \"Alt-Left\": \"goGroupLeft\",\n \"Alt-Right\": \"goGroupRight\", \"Cmd-Left\": \"goLineStart\", \"Cmd-Right\": \"goLineEnd\", \"Alt-Backspace\": \"delGroupBefore\",\n \"Ctrl-Alt-Backspace\": \"delGroupAfter\", \"Alt-Delete\": \"delGroupAfter\", \"Cmd-S\": \"save\", \"Cmd-F\": \"find\",\n \"Cmd-G\": \"findNext\", \"Shift-Cmd-G\": \"findPrev\", \"Cmd-Alt-F\": \"replace\", \"Shift-Cmd-Alt-F\": \"replaceAll\",\n \"Cmd-[\": \"indentLess\", \"Cmd-]\": \"indentMore\", \"Cmd-Backspace\": \"delLineLeft\",\n \"Cmd-U\": \"undoSelection\", \"Shift-Cmd-U\": \"redoSelection\",\n fallthrough: [\"basic\", \"emacsy\"]\n };\n // Very basic readline/emacs-style bindings, which are standard on Mac.\n keyMap.emacsy = {\n \"Ctrl-F\": \"goCharRight\", \"Ctrl-B\": \"goCharLeft\", \"Ctrl-P\": \"goLineUp\", \"Ctrl-N\": \"goLineDown\",\n \"Alt-F\": \"goWordRight\", \"Alt-B\": \"goWordLeft\", \"Ctrl-A\": \"goLineStart\", \"Ctrl-E\": \"goLineEnd\",\n \"Ctrl-V\": \"goPageDown\", \"Shift-Ctrl-V\": \"goPageUp\", \"Ctrl-D\": \"delCharAfter\", \"Ctrl-H\": \"delCharBefore\",\n \"Alt-D\": \"delWordAfter\", \"Alt-Backspace\": \"delWordBefore\", \"Ctrl-K\": \"killLine\", \"Ctrl-T\": \"transposeChars\"\n };\n keyMap[\"default\"] = mac ? keyMap.macDefault : keyMap.pcDefault;\n\n // KEYMAP DISPATCH\n\n function getKeyMap(val) {\n if (typeof val == \"string\") return keyMap[val];\n else return val;\n }\n\n // Given an array of keymaps and a key name, call handle on any\n // bindings found, until that returns a truthy value, at which point\n // we consider the key handled. Implements things like binding a key\n // to false stopping further handling and keymap fallthrough.\n var lookupKey = CodeMirror.lookupKey = function(name, maps, handle) {\n function lookup(map) {\n map = getKeyMap(map);\n var found = map[name];\n if (found === false) return \"stop\";\n if (found != null && handle(found)) return true;\n if (map.nofallthrough) return \"stop\";\n\n var fallthrough = map.fallthrough;\n if (fallthrough == null) return false;\n if (Object.prototype.toString.call(fallthrough) != \"[object Array]\")\n return lookup(fallthrough);\n for (var i = 0; i < fallthrough.length; ++i) {\n var done = lookup(fallthrough[i]);\n if (done) return done;\n }\n return false;\n }\n\n for (var i = 0; i < maps.length; ++i) {\n var done = lookup(maps[i]);\n if (done) return done != \"stop\";\n }\n };\n\n // Modifier key presses don't count as 'real' key presses for the\n // purpose of keymap fallthrough.\n var isModifierKey = CodeMirror.isModifierKey = function(event) {\n var name = keyNames[event.keyCode];\n return name == \"Ctrl\" || name == \"Alt\" || name == \"Shift\" || name == \"Mod\";\n };\n\n // Look up the name of a key as indicated by an event object.\n var keyName = CodeMirror.keyName = function(event, noShift) {\n if (presto && event.keyCode == 34 && event[\"char\"]) return false;\n var name = keyNames[event.keyCode];\n if (name == null || event.altGraphKey) return false;\n if (event.altKey) name = \"Alt-\" + name;\n if (flipCtrlCmd ? event.metaKey : event.ctrlKey) name = \"Ctrl-\" + name;\n if (flipCtrlCmd ? event.ctrlKey : event.metaKey) name = \"Cmd-\" + name;\n if (!noShift && event.shiftKey) name = \"Shift-\" + name;\n return name;\n };\n\n // FROMTEXTAREA\n\n CodeMirror.fromTextArea = function(textarea, options) {\n if (!options) options = {};\n options.value = textarea.value;\n if (!options.tabindex && textarea.tabindex)\n options.tabindex = textarea.tabindex;\n if (!options.placeholder && textarea.placeholder)\n options.placeholder = textarea.placeholder;\n // Set autofocus to true if this textarea is focused, or if it has\n // autofocus and no other element is focused.\n if (options.autofocus == null) {\n var hasFocus = activeElt();\n options.autofocus = hasFocus == textarea ||\n textarea.getAttribute(\"autofocus\") != null && hasFocus == document.body;\n }\n\n function save() {textarea.value = cm.getValue();}\n if (textarea.form) {\n on(textarea.form, \"submit\", save);\n // Deplorable hack to make the submit method do the right thing.\n if (!options.leaveSubmitMethodAlone) {\n var form = textarea.form, realSubmit = form.submit;\n try {\n var wrappedSubmit = form.submit = function() {\n save();\n form.submit = realSubmit;\n form.submit();\n form.submit = wrappedSubmit;\n };\n } catch(e) {}\n }\n }\n\n textarea.style.display = \"none\";\n var cm = CodeMirror(function(node) {\n textarea.parentNode.insertBefore(node, textarea.nextSibling);\n }, options);\n cm.save = save;\n cm.getTextArea = function() { return textarea; };\n cm.toTextArea = function() {\n save();\n textarea.parentNode.removeChild(cm.getWrapperElement());\n textarea.style.display = \"\";\n if (textarea.form) {\n off(textarea.form, \"submit\", save);\n if (typeof textarea.form.submit == \"function\")\n textarea.form.submit = realSubmit;\n }\n };\n return cm;\n };\n\n // STRING STREAM\n\n // Fed to the mode parsers, provides helper functions to make\n // parsers more succinct.\n\n var StringStream = CodeMirror.StringStream = function(string, tabSize) {\n this.pos = this.start = 0;\n this.string = string;\n this.tabSize = tabSize || 8;\n this.lastColumnPos = this.lastColumnValue = 0;\n this.lineStart = 0;\n };\n\n StringStream.prototype = {\n eol: function() {return this.pos >= this.string.length;},\n sol: function() {return this.pos == this.lineStart;},\n peek: function() {return this.string.charAt(this.pos) || undefined;},\n next: function() {\n if (this.pos < this.string.length)\n return this.string.charAt(this.pos++);\n },\n eat: function(match) {\n var ch = this.string.charAt(this.pos);\n if (typeof match == \"string\") var ok = ch == match;\n else var ok = ch && (match.test ? match.test(ch) : match(ch));\n if (ok) {++this.pos; return ch;}\n },\n eatWhile: function(match) {\n var start = this.pos;\n while (this.eat(match)){}\n return this.pos > start;\n },\n eatSpace: function() {\n var start = this.pos;\n while (/[\\s\\u00a0]/.test(this.string.charAt(this.pos))) ++this.pos;\n return this.pos > start;\n },\n skipToEnd: function() {this.pos = this.string.length;},\n skipTo: function(ch) {\n var found = this.string.indexOf(ch, this.pos);\n if (found > -1) {this.pos = found; return true;}\n },\n backUp: function(n) {this.pos -= n;},\n column: function() {\n if (this.lastColumnPos < this.start) {\n this.lastColumnValue = countColumn(this.string, this.start, this.tabSize, this.lastColumnPos, this.lastColumnValue);\n this.lastColumnPos = this.start;\n }\n return this.lastColumnValue - (this.lineStart ? countColumn(this.string, this.lineStart, this.tabSize) : 0);\n },\n indentation: function() {\n return countColumn(this.string, null, this.tabSize) -\n (this.lineStart ? countColumn(this.string, this.lineStart, this.tabSize) : 0);\n },\n match: function(pattern, consume, caseInsensitive) {\n if (typeof pattern == \"string\") {\n var cased = function(str) {return caseInsensitive ? str.toLowerCase() : str;};\n var substr = this.string.substr(this.pos, pattern.length);\n if (cased(substr) == cased(pattern)) {\n if (consume !== false) this.pos += pattern.length;\n return true;\n }\n } else {\n var match = this.string.slice(this.pos).match(pattern);\n if (match && match.index > 0) return null;\n if (match && consume !== false) this.pos += match[0].length;\n return match;\n }\n },\n current: function(){return this.string.slice(this.start, this.pos);},\n hideFirstChars: function(n, inner) {\n this.lineStart += n;\n try { return inner(); }\n finally { this.lineStart -= n; }\n }\n };\n\n // TEXTMARKERS\n\n // Created with markText and setBookmark methods. A TextMarker is a\n // handle that can be used to clear or find a marked position in the\n // document. Line objects hold arrays (markedSpans) containing\n // {from, to, marker} object pointing to such marker objects, and\n // indicating that such a marker is present on that line. Multiple\n // lines may point to the same marker when it spans across lines.\n // The spans will have null for their from/to properties when the\n // marker continues beyond the start/end of the line. Markers have\n // links back to the lines they currently touch.\n\n var TextMarker = CodeMirror.TextMarker = function(doc, type) {\n this.lines = [];\n this.type = type;\n this.doc = doc;\n };\n eventMixin(TextMarker);\n\n // Clear the marker.\n TextMarker.prototype.clear = function() {\n if (this.explicitlyCleared) return;\n var cm = this.doc.cm, withOp = cm && !cm.curOp;\n if (withOp) startOperation(cm);\n if (hasHandler(this, \"clear\")) {\n var found = this.find();\n if (found) signalLater(this, \"clear\", found.from, found.to);\n }\n var min = null, max = null;\n for (var i = 0; i < this.lines.length; ++i) {\n var line = this.lines[i];\n var span = getMarkedSpanFor(line.markedSpans, this);\n if (cm && !this.collapsed) regLineChange(cm, lineNo(line), \"text\");\n else if (cm) {\n if (span.to != null) max = lineNo(line);\n if (span.from != null) min = lineNo(line);\n }\n line.markedSpans = removeMarkedSpan(line.markedSpans, span);\n if (span.from == null && this.collapsed && !lineIsHidden(this.doc, line) && cm)\n updateLineHeight(line, textHeight(cm.display));\n }\n if (cm && this.collapsed && !cm.options.lineWrapping) for (var i = 0; i < this.lines.length; ++i) {\n var visual = visualLine(this.lines[i]), len = lineLength(visual);\n if (len > cm.display.maxLineLength) {\n cm.display.maxLine = visual;\n cm.display.maxLineLength = len;\n cm.display.maxLineChanged = true;\n }\n }\n\n if (min != null && cm && this.collapsed) regChange(cm, min, max + 1);\n this.lines.length = 0;\n this.explicitlyCleared = true;\n if (this.atomic && this.doc.cantEdit) {\n this.doc.cantEdit = false;\n if (cm) reCheckSelection(cm.doc);\n }\n if (cm) signalLater(cm, \"markerCleared\", cm, this);\n if (withOp) endOperation(cm);\n if (this.parent) this.parent.clear();\n };\n\n // Find the position of the marker in the document. Returns a {from,\n // to} object by default. Side can be passed to get a specific side\n // -- 0 (both), -1 (left), or 1 (right). When lineObj is true, the\n // Pos objects returned contain a line object, rather than a line\n // number (used to prevent looking up the same line twice).\n TextMarker.prototype.find = function(side, lineObj) {\n if (side == null && this.type == \"bookmark\") side = 1;\n var from, to;\n for (var i = 0; i < this.lines.length; ++i) {\n var line = this.lines[i];\n var span = getMarkedSpanFor(line.markedSpans, this);\n if (span.from != null) {\n from = Pos(lineObj ? line : lineNo(line), span.from);\n if (side == -1) return from;\n }\n if (span.to != null) {\n to = Pos(lineObj ? line : lineNo(line), span.to);\n if (side == 1) return to;\n }\n }\n return from && {from: from, to: to};\n };\n\n // Signals that the marker's widget changed, and surrounding layout\n // should be recomputed.\n TextMarker.prototype.changed = function() {\n var pos = this.find(-1, true), widget = this, cm = this.doc.cm;\n if (!pos || !cm) return;\n runInOp(cm, function() {\n var line = pos.line, lineN = lineNo(pos.line);\n var view = findViewForLine(cm, lineN);\n if (view) {\n clearLineMeasurementCacheFor(view);\n cm.curOp.selectionChanged = cm.curOp.forceUpdate = true;\n }\n cm.curOp.updateMaxLine = true;\n if (!lineIsHidden(widget.doc, line) && widget.height != null) {\n var oldHeight = widget.height;\n widget.height = null;\n var dHeight = widgetHeight(widget) - oldHeight;\n if (dHeight)\n updateLineHeight(line, line.height + dHeight);\n }\n });\n };\n\n TextMarker.prototype.attachLine = function(line) {\n if (!this.lines.length && this.doc.cm) {\n var op = this.doc.cm.curOp;\n if (!op.maybeHiddenMarkers || indexOf(op.maybeHiddenMarkers, this) == -1)\n (op.maybeUnhiddenMarkers || (op.maybeUnhiddenMarkers = [])).push(this);\n }\n this.lines.push(line);\n };\n TextMarker.prototype.detachLine = function(line) {\n this.lines.splice(indexOf(this.lines, line), 1);\n if (!this.lines.length && this.doc.cm) {\n var op = this.doc.cm.curOp;\n (op.maybeHiddenMarkers || (op.maybeHiddenMarkers = [])).push(this);\n }\n };\n\n // Collapsed markers have unique ids, in order to be able to order\n // them, which is needed for uniquely determining an outer marker\n // when they overlap (they may nest, but not partially overlap).\n var nextMarkerId = 0;\n\n // Create a marker, wire it up to the right lines, and\n function markText(doc, from, to, options, type) {\n // Shared markers (across linked documents) are handled separately\n // (markTextShared will call out to this again, once per\n // document).\n if (options && options.shared) return markTextShared(doc, from, to, options, type);\n // Ensure we are in an operation.\n if (doc.cm && !doc.cm.curOp) return operation(doc.cm, markText)(doc, from, to, options, type);\n\n var marker = new TextMarker(doc, type), diff = cmp(from, to);\n if (options) copyObj(options, marker, false);\n // Don't connect empty markers unless clearWhenEmpty is false\n if (diff > 0 || diff == 0 && marker.clearWhenEmpty !== false)\n return marker;\n if (marker.replacedWith) {\n // Showing up as a widget implies collapsed (widget replaces text)\n marker.collapsed = true;\n marker.widgetNode = elt(\"span\", [marker.replacedWith], \"CodeMirror-widget\");\n if (!options.handleMouseEvents) marker.widgetNode.ignoreEvents = true;\n if (options.insertLeft) marker.widgetNode.insertLeft = true;\n }\n if (marker.collapsed) {\n if (conflictingCollapsedRange(doc, from.line, from, to, marker) ||\n from.line != to.line && conflictingCollapsedRange(doc, to.line, from, to, marker))\n throw new Error(\"Inserting collapsed marker partially overlapping an existing one\");\n sawCollapsedSpans = true;\n }\n\n if (marker.addToHistory)\n addChangeToHistory(doc, {from: from, to: to, origin: \"markText\"}, doc.sel, NaN);\n\n var curLine = from.line, cm = doc.cm, updateMaxLine;\n doc.iter(curLine, to.line + 1, function(line) {\n if (cm && marker.collapsed && !cm.options.lineWrapping && visualLine(line) == cm.display.maxLine)\n updateMaxLine = true;\n if (marker.collapsed && curLine != from.line) updateLineHeight(line, 0);\n addMarkedSpan(line, new MarkedSpan(marker,\n curLine == from.line ? from.ch : null,\n curLine == to.line ? to.ch : null));\n ++curLine;\n });\n // lineIsHidden depends on the presence of the spans, so needs a second pass\n if (marker.collapsed) doc.iter(from.line, to.line + 1, function(line) {\n if (lineIsHidden(doc, line)) updateLineHeight(line, 0);\n });\n\n if (marker.clearOnEnter) on(marker, \"beforeCursorEnter\", function() { marker.clear(); });\n\n if (marker.readOnly) {\n sawReadOnlySpans = true;\n if (doc.history.done.length || doc.history.undone.length)\n doc.clearHistory();\n }\n if (marker.collapsed) {\n marker.id = ++nextMarkerId;\n marker.atomic = true;\n }\n if (cm) {\n // Sync editor state\n if (updateMaxLine) cm.curOp.updateMaxLine = true;\n if (marker.collapsed)\n regChange(cm, from.line, to.line + 1);\n else if (marker.className || marker.title || marker.startStyle || marker.endStyle)\n for (var i = from.line; i <= to.line; i++) regLineChange(cm, i, \"text\");\n if (marker.atomic) reCheckSelection(cm.doc);\n signalLater(cm, \"markerAdded\", cm, marker);\n }\n return marker;\n }\n\n // SHARED TEXTMARKERS\n\n // A shared marker spans multiple linked documents. It is\n // implemented as a meta-marker-object controlling multiple normal\n // markers.\n var SharedTextMarker = CodeMirror.SharedTextMarker = function(markers, primary) {\n this.markers = markers;\n this.primary = primary;\n for (var i = 0; i < markers.length; ++i)\n markers[i].parent = this;\n };\n eventMixin(SharedTextMarker);\n\n SharedTextMarker.prototype.clear = function() {\n if (this.explicitlyCleared) return;\n this.explicitlyCleared = true;\n for (var i = 0; i < this.markers.length; ++i)\n this.markers[i].clear();\n signalLater(this, \"clear\");\n };\n SharedTextMarker.prototype.find = function(side, lineObj) {\n return this.primary.find(side, lineObj);\n };\n\n function markTextShared(doc, from, to, options, type) {\n options = copyObj(options);\n options.shared = false;\n var markers = [markText(doc, from, to, options, type)], primary = markers[0];\n var widget = options.widgetNode;\n linkedDocs(doc, function(doc) {\n if (widget) options.widgetNode = widget.cloneNode(true);\n markers.push(markText(doc, clipPos(doc, from), clipPos(doc, to), options, type));\n for (var i = 0; i < doc.linked.length; ++i)\n if (doc.linked[i].isParent) return;\n primary = lst(markers);\n });\n return new SharedTextMarker(markers, primary);\n }\n\n function findSharedMarkers(doc) {\n return doc.findMarks(Pos(doc.first, 0), doc.clipPos(Pos(doc.lastLine())),\n function(m) { return m.parent; });\n }\n\n function copySharedMarkers(doc, markers) {\n for (var i = 0; i < markers.length; i++) {\n var marker = markers[i], pos = marker.find();\n var mFrom = doc.clipPos(pos.from), mTo = doc.clipPos(pos.to);\n if (cmp(mFrom, mTo)) {\n var subMark = markText(doc, mFrom, mTo, marker.primary, marker.primary.type);\n marker.markers.push(subMark);\n subMark.parent = marker;\n }\n }\n }\n\n function detachSharedMarkers(markers) {\n for (var i = 0; i < markers.length; i++) {\n var marker = markers[i], linked = [marker.primary.doc];;\n linkedDocs(marker.primary.doc, function(d) { linked.push(d); });\n for (var j = 0; j < marker.markers.length; j++) {\n var subMarker = marker.markers[j];\n if (indexOf(linked, subMarker.doc) == -1) {\n subMarker.parent = null;\n marker.markers.splice(j--, 1);\n }\n }\n }\n }\n\n // TEXTMARKER SPANS\n\n function MarkedSpan(marker, from, to) {\n this.marker = marker;\n this.from = from; this.to = to;\n }\n\n // Search an array of spans for a span matching the given marker.\n function getMarkedSpanFor(spans, marker) {\n if (spans) for (var i = 0; i < spans.length; ++i) {\n var span = spans[i];\n if (span.marker == marker) return span;\n }\n }\n // Remove a span from an array, returning undefined if no spans are\n // left (we don't store arrays for lines without spans).\n function removeMarkedSpan(spans, span) {\n for (var r, i = 0; i < spans.length; ++i)\n if (spans[i] != span) (r || (r = [])).push(spans[i]);\n return r;\n }\n // Add a span to a line.\n function addMarkedSpan(line, span) {\n line.markedSpans = line.markedSpans ? line.markedSpans.concat([span]) : [span];\n span.marker.attachLine(line);\n }\n\n // Used for the algorithm that adjusts markers for a change in the\n // document. These functions cut an array of spans at a given\n // character position, returning an array of remaining chunks (or\n // undefined if nothing remains).\n function markedSpansBefore(old, startCh, isInsert) {\n if (old) for (var i = 0, nw; i < old.length; ++i) {\n var span = old[i], marker = span.marker;\n var startsBefore = span.from == null || (marker.inclusiveLeft ? span.from <= startCh : span.from < startCh);\n if (startsBefore || span.from == startCh && marker.type == \"bookmark\" && (!isInsert || !span.marker.insertLeft)) {\n var endsAfter = span.to == null || (marker.inclusiveRight ? span.to >= startCh : span.to > startCh);\n (nw || (nw = [])).push(new MarkedSpan(marker, span.from, endsAfter ? null : span.to));\n }\n }\n return nw;\n }\n function markedSpansAfter(old, endCh, isInsert) {\n if (old) for (var i = 0, nw; i < old.length; ++i) {\n var span = old[i], marker = span.marker;\n var endsAfter = span.to == null || (marker.inclusiveRight ? span.to >= endCh : span.to > endCh);\n if (endsAfter || span.from == endCh && marker.type == \"bookmark\" && (!isInsert || span.marker.insertLeft)) {\n var startsBefore = span.from == null || (marker.inclusiveLeft ? span.from <= endCh : span.from < endCh);\n (nw || (nw = [])).push(new MarkedSpan(marker, startsBefore ? null : span.from - endCh,\n span.to == null ? null : span.to - endCh));\n }\n }\n return nw;\n }\n\n // Given a change object, compute the new set of marker spans that\n // cover the line in which the change took place. Removes spans\n // entirely within the change, reconnects spans belonging to the\n // same marker that appear on both sides of the change, and cuts off\n // spans partially within the change. Returns an array of span\n // arrays with one element for each line in (after) the change.\n function stretchSpansOverChange(doc, change) {\n var oldFirst = isLine(doc, change.from.line) && getLine(doc, change.from.line).markedSpans;\n var oldLast = isLine(doc, change.to.line) && getLine(doc, change.to.line).markedSpans;\n if (!oldFirst && !oldLast) return null;\n\n var startCh = change.from.ch, endCh = change.to.ch, isInsert = cmp(change.from, change.to) == 0;\n // Get the spans that 'stick out' on both sides\n var first = markedSpansBefore(oldFirst, startCh, isInsert);\n var last = markedSpansAfter(oldLast, endCh, isInsert);\n\n // Next, merge those two ends\n var sameLine = change.text.length == 1, offset = lst(change.text).length + (sameLine ? startCh : 0);\n if (first) {\n // Fix up .to properties of first\n for (var i = 0; i < first.length; ++i) {\n var span = first[i];\n if (span.to == null) {\n var found = getMarkedSpanFor(last, span.marker);\n if (!found) span.to = startCh;\n else if (sameLine) span.to = found.to == null ? null : found.to + offset;\n }\n }\n }\n if (last) {\n // Fix up .from in last (or move them into first in case of sameLine)\n for (var i = 0; i < last.length; ++i) {\n var span = last[i];\n if (span.to != null) span.to += offset;\n if (span.from == null) {\n var found = getMarkedSpanFor(first, span.marker);\n if (!found) {\n span.from = offset;\n if (sameLine) (first || (first = [])).push(span);\n }\n } else {\n span.from += offset;\n if (sameLine) (first || (first = [])).push(span);\n }\n }\n }\n // Make sure we didn't create any zero-length spans\n if (first) first = clearEmptySpans(first);\n if (last && last != first) last = clearEmptySpans(last);\n\n var newMarkers = [first];\n if (!sameLine) {\n // Fill gap with whole-line-spans\n var gap = change.text.length - 2, gapMarkers;\n if (gap > 0 && first)\n for (var i = 0; i < first.length; ++i)\n if (first[i].to == null)\n (gapMarkers || (gapMarkers = [])).push(new MarkedSpan(first[i].marker, null, null));\n for (var i = 0; i < gap; ++i)\n newMarkers.push(gapMarkers);\n newMarkers.push(last);\n }\n return newMarkers;\n }\n\n // Remove spans that are empty and don't have a clearWhenEmpty\n // option of false.\n function clearEmptySpans(spans) {\n for (var i = 0; i < spans.length; ++i) {\n var span = spans[i];\n if (span.from != null && span.from == span.to && span.marker.clearWhenEmpty !== false)\n spans.splice(i--, 1);\n }\n if (!spans.length) return null;\n return spans;\n }\n\n // Used for un/re-doing changes from the history. Combines the\n // result of computing the existing spans with the set of spans that\n // existed in the history (so that deleting around a span and then\n // undoing brings back the span).\n function mergeOldSpans(doc, change) {\n var old = getOldSpans(doc, change);\n var stretched = stretchSpansOverChange(doc, change);\n if (!old) return stretched;\n if (!stretched) return old;\n\n for (var i = 0; i < old.length; ++i) {\n var oldCur = old[i], stretchCur = stretched[i];\n if (oldCur && stretchCur) {\n spans: for (var j = 0; j < stretchCur.length; ++j) {\n var span = stretchCur[j];\n for (var k = 0; k < oldCur.length; ++k)\n if (oldCur[k].marker == span.marker) continue spans;\n oldCur.push(span);\n }\n } else if (stretchCur) {\n old[i] = stretchCur;\n }\n }\n return old;\n }\n\n // Used to 'clip' out readOnly ranges when making a change.\n function removeReadOnlyRanges(doc, from, to) {\n var markers = null;\n doc.iter(from.line, to.line + 1, function(line) {\n if (line.markedSpans) for (var i = 0; i < line.markedSpans.length; ++i) {\n var mark = line.markedSpans[i].marker;\n if (mark.readOnly && (!markers || indexOf(markers, mark) == -1))\n (markers || (markers = [])).push(mark);\n }\n });\n if (!markers) return null;\n var parts = [{from: from, to: to}];\n for (var i = 0; i < markers.length; ++i) {\n var mk = markers[i], m = mk.find(0);\n for (var j = 0; j < parts.length; ++j) {\n var p = parts[j];\n if (cmp(p.to, m.from) < 0 || cmp(p.from, m.to) > 0) continue;\n var newParts = [j, 1], dfrom = cmp(p.from, m.from), dto = cmp(p.to, m.to);\n if (dfrom < 0 || !mk.inclusiveLeft && !dfrom)\n newParts.push({from: p.from, to: m.from});\n if (dto > 0 || !mk.inclusiveRight && !dto)\n newParts.push({from: m.to, to: p.to});\n parts.splice.apply(parts, newParts);\n j += newParts.length - 1;\n }\n }\n return parts;\n }\n\n // Connect or disconnect spans from a line.\n function detachMarkedSpans(line) {\n var spans = line.markedSpans;\n if (!spans) return;\n for (var i = 0; i < spans.length; ++i)\n spans[i].marker.detachLine(line);\n line.markedSpans = null;\n }\n function attachMarkedSpans(line, spans) {\n if (!spans) return;\n for (var i = 0; i < spans.length; ++i)\n spans[i].marker.attachLine(line);\n line.markedSpans = spans;\n }\n\n // Helpers used when computing which overlapping collapsed span\n // counts as the larger one.\n function extraLeft(marker) { return marker.inclusiveLeft ? -1 : 0; }\n function extraRight(marker) { return marker.inclusiveRight ? 1 : 0; }\n\n // Returns a number indicating which of two overlapping collapsed\n // spans is larger (and thus includes the other). Falls back to\n // comparing ids when the spans cover exactly the same range.\n function compareCollapsedMarkers(a, b) {\n var lenDiff = a.lines.length - b.lines.length;\n if (lenDiff != 0) return lenDiff;\n var aPos = a.find(), bPos = b.find();\n var fromCmp = cmp(aPos.from, bPos.from) || extraLeft(a) - extraLeft(b);\n if (fromCmp) return -fromCmp;\n var toCmp = cmp(aPos.to, bPos.to) || extraRight(a) - extraRight(b);\n if (toCmp) return toCmp;\n return b.id - a.id;\n }\n\n // Find out whether a line ends or starts in a collapsed span. If\n // so, return the marker for that span.\n function collapsedSpanAtSide(line, start) {\n var sps = sawCollapsedSpans && line.markedSpans, found;\n if (sps) for (var sp, i = 0; i < sps.length; ++i) {\n sp = sps[i];\n if (sp.marker.collapsed && (start ? sp.from : sp.to) == null &&\n (!found || compareCollapsedMarkers(found, sp.marker) < 0))\n found = sp.marker;\n }\n return found;\n }\n function collapsedSpanAtStart(line) { return collapsedSpanAtSide(line, true); }\n function collapsedSpanAtEnd(line) { return collapsedSpanAtSide(line, false); }\n\n // Test whether there exists a collapsed span that partially\n // overlaps (covers the start or end, but not both) of a new span.\n // Such overlap is not allowed.\n function conflictingCollapsedRange(doc, lineNo, from, to, marker) {\n var line = getLine(doc, lineNo);\n var sps = sawCollapsedSpans && line.markedSpans;\n if (sps) for (var i = 0; i < sps.length; ++i) {\n var sp = sps[i];\n if (!sp.marker.collapsed) continue;\n var found = sp.marker.find(0);\n var fromCmp = cmp(found.from, from) || extraLeft(sp.marker) - extraLeft(marker);\n var toCmp = cmp(found.to, to) || extraRight(sp.marker) - extraRight(marker);\n if (fromCmp >= 0 && toCmp <= 0 || fromCmp <= 0 && toCmp >= 0) continue;\n if (fromCmp <= 0 && (cmp(found.to, from) || extraRight(sp.marker) - extraLeft(marker)) > 0 ||\n fromCmp >= 0 && (cmp(found.from, to) || extraLeft(sp.marker) - extraRight(marker)) < 0)\n return true;\n }\n }\n\n // A visual line is a line as drawn on the screen. Folding, for\n // example, can cause multiple logical lines to appear on the same\n // visual line. This finds the start of the visual line that the\n // given line is part of (usually that is the line itself).\n function visualLine(line) {\n var merged;\n while (merged = collapsedSpanAtStart(line))\n line = merged.find(-1, true).line;\n return line;\n }\n\n // Returns an array of logical lines that continue the visual line\n // started by the argument, or undefined if there are no such lines.\n function visualLineContinued(line) {\n var merged, lines;\n while (merged = collapsedSpanAtEnd(line)) {\n line = merged.find(1, true).line;\n (lines || (lines = [])).push(line);\n }\n return lines;\n }\n\n // Get the line number of the start of the visual line that the\n // given line number is part of.\n function visualLineNo(doc, lineN) {\n var line = getLine(doc, lineN), vis = visualLine(line);\n if (line == vis) return lineN;\n return lineNo(vis);\n }\n // Get the line number of the start of the next visual line after\n // the given line.\n function visualLineEndNo(doc, lineN) {\n if (lineN > doc.lastLine()) return lineN;\n var line = getLine(doc, lineN), merged;\n if (!lineIsHidden(doc, line)) return lineN;\n while (merged = collapsedSpanAtEnd(line))\n line = merged.find(1, true).line;\n return lineNo(line) + 1;\n }\n\n // Compute whether a line is hidden. Lines count as hidden when they\n // are part of a visual line that starts with another line, or when\n // they are entirely covered by collapsed, non-widget span.\n function lineIsHidden(doc, line) {\n var sps = sawCollapsedSpans && line.markedSpans;\n if (sps) for (var sp, i = 0; i < sps.length; ++i) {\n sp = sps[i];\n if (!sp.marker.collapsed) continue;\n if (sp.from == null) return true;\n if (sp.marker.widgetNode) continue;\n if (sp.from == 0 && sp.marker.inclusiveLeft && lineIsHiddenInner(doc, line, sp))\n return true;\n }\n }\n function lineIsHiddenInner(doc, line, span) {\n if (span.to == null) {\n var end = span.marker.find(1, true);\n return lineIsHiddenInner(doc, end.line, getMarkedSpanFor(end.line.markedSpans, span.marker));\n }\n if (span.marker.inclusiveRight && span.to == line.text.length)\n return true;\n for (var sp, i = 0; i < line.markedSpans.length; ++i) {\n sp = line.markedSpans[i];\n if (sp.marker.collapsed && !sp.marker.widgetNode && sp.from == span.to &&\n (sp.to == null || sp.to != span.from) &&\n (sp.marker.inclusiveLeft || span.marker.inclusiveRight) &&\n lineIsHiddenInner(doc, line, sp)) return true;\n }\n }\n\n // LINE WIDGETS\n\n // Line widgets are block elements displayed above or below a line.\n\n var LineWidget = CodeMirror.LineWidget = function(cm, node, options) {\n if (options) for (var opt in options) if (options.hasOwnProperty(opt))\n this[opt] = options[opt];\n this.cm = cm;\n this.node = node;\n };\n eventMixin(LineWidget);\n\n function adjustScrollWhenAboveVisible(cm, line, diff) {\n if (heightAtLine(line) < ((cm.curOp && cm.curOp.scrollTop) || cm.doc.scrollTop))\n addToScrollPos(cm, null, diff);\n }\n\n LineWidget.prototype.clear = function() {\n var cm = this.cm, ws = this.line.widgets, line = this.line, no = lineNo(line);\n if (no == null || !ws) return;\n for (var i = 0; i < ws.length; ++i) if (ws[i] == this) ws.splice(i--, 1);\n if (!ws.length) line.widgets = null;\n var height = widgetHeight(this);\n runInOp(cm, function() {\n adjustScrollWhenAboveVisible(cm, line, -height);\n regLineChange(cm, no, \"widget\");\n updateLineHeight(line, Math.max(0, line.height - height));\n });\n };\n LineWidget.prototype.changed = function() {\n var oldH = this.height, cm = this.cm, line = this.line;\n this.height = null;\n var diff = widgetHeight(this) - oldH;\n if (!diff) return;\n runInOp(cm, function() {\n cm.curOp.forceUpdate = true;\n adjustScrollWhenAboveVisible(cm, line, diff);\n updateLineHeight(line, line.height + diff);\n });\n };\n\n function widgetHeight(widget) {\n if (widget.height != null) return widget.height;\n if (!contains(document.body, widget.node))\n removeChildrenAndAdd(widget.cm.display.measure, elt(\"div\", [widget.node], null, \"position: relative\"));\n return widget.height = widget.node.offsetHeight;\n }\n\n function addLineWidget(cm, handle, node, options) {\n var widget = new LineWidget(cm, node, options);\n if (widget.noHScroll) cm.display.alignWidgets = true;\n changeLine(cm, handle, \"widget\", function(line) {\n var widgets = line.widgets || (line.widgets = []);\n if (widget.insertAt == null) widgets.push(widget);\n else widgets.splice(Math.min(widgets.length - 1, Math.max(0, widget.insertAt)), 0, widget);\n widget.line = line;\n if (!lineIsHidden(cm.doc, line)) {\n var aboveVisible = heightAtLine(line) < cm.doc.scrollTop;\n updateLineHeight(line, line.height + widgetHeight(widget));\n if (aboveVisible) addToScrollPos(cm, null, widget.height);\n cm.curOp.forceUpdate = true;\n }\n return true;\n });\n return widget;\n }\n\n // LINE DATA STRUCTURE\n\n // Line objects. These hold state related to a line, including\n // highlighting info (the styles array).\n var Line = CodeMirror.Line = function(text, markedSpans, estimateHeight) {\n this.text = text;\n attachMarkedSpans(this, markedSpans);\n this.height = estimateHeight ? estimateHeight(this) : 1;\n };\n eventMixin(Line);\n Line.prototype.lineNo = function() { return lineNo(this); };\n\n // Change the content (text, markers) of a line. Automatically\n // invalidates cached information and tries to re-estimate the\n // line's height.\n function updateLine(line, text, markedSpans, estimateHeight) {\n line.text = text;\n if (line.stateAfter) line.stateAfter = null;\n if (line.styles) line.styles = null;\n if (line.order != null) line.order = null;\n detachMarkedSpans(line);\n attachMarkedSpans(line, markedSpans);\n var estHeight = estimateHeight ? estimateHeight(line) : 1;\n if (estHeight != line.height) updateLineHeight(line, estHeight);\n }\n\n // Detach a line from the document tree and its markers.\n function cleanUpLine(line) {\n line.parent = null;\n detachMarkedSpans(line);\n }\n\n function extractLineClasses(type, output) {\n if (type) for (;;) {\n var lineClass = type.match(/(?:^|\\s+)line-(background-)?(\\S+)/);\n if (!lineClass) break;\n type = type.slice(0, lineClass.index) + type.slice(lineClass.index + lineClass[0].length);\n var prop = lineClass[1] ? \"bgClass\" : \"textClass\";\n if (output[prop] == null)\n output[prop] = lineClass[2];\n else if (!(new RegExp(\"(?:^|\\s)\" + lineClass[2] + \"(?:$|\\s)\")).test(output[prop]))\n output[prop] += \" \" + lineClass[2];\n }\n return type;\n }\n\n function callBlankLine(mode, state) {\n if (mode.blankLine) return mode.blankLine(state);\n if (!mode.innerMode) return;\n var inner = CodeMirror.innerMode(mode, state);\n if (inner.mode.blankLine) return inner.mode.blankLine(inner.state);\n }\n\n function readToken(mode, stream, state) {\n for (var i = 0; i < 10; i++) {\n var style = mode.token(stream, state);\n if (stream.pos > stream.start) return style;\n }\n throw new Error(\"Mode \" + mode.name + \" failed to advance stream.\");\n }\n\n // Run the given mode's parser over a line, calling f for each token.\n function runMode(cm, text, mode, state, f, lineClasses, forceToEnd) {\n var flattenSpans = mode.flattenSpans;\n if (flattenSpans == null) flattenSpans = cm.options.flattenSpans;\n var curStart = 0, curStyle = null;\n var stream = new StringStream(text, cm.options.tabSize), style;\n if (text == \"\") extractLineClasses(callBlankLine(mode, state), lineClasses);\n while (!stream.eol()) {\n if (stream.pos > cm.options.maxHighlightLength) {\n flattenSpans = false;\n if (forceToEnd) processLine(cm, text, state, stream.pos);\n stream.pos = text.length;\n style = null;\n } else {\n style = extractLineClasses(readToken(mode, stream, state), lineClasses);\n }\n if (cm.options.addModeClass) {\n var mName = CodeMirror.innerMode(mode, state).mode.name;\n if (mName) style = \"m-\" + (style ? mName + \" \" + style : mName);\n }\n if (!flattenSpans || curStyle != style) {\n if (curStart < stream.start) f(stream.start, curStyle);\n curStart = stream.start; curStyle = style;\n }\n stream.start = stream.pos;\n }\n while (curStart < stream.pos) {\n // Webkit seems to refuse to render text nodes longer than 57444 characters\n var pos = Math.min(stream.pos, curStart + 50000);\n f(pos, curStyle);\n curStart = pos;\n }\n }\n\n // Compute a style array (an array starting with a mode generation\n // -- for invalidation -- followed by pairs of end positions and\n // style strings), which is used to highlight the tokens on the\n // line.\n function highlightLine(cm, line, state, forceToEnd) {\n // A styles array always starts with a number identifying the\n // mode/overlays that it is based on (for easy invalidation).\n var st = [cm.state.modeGen], lineClasses = {};\n // Compute the base array of styles\n runMode(cm, line.text, cm.doc.mode, state, function(end, style) {\n st.push(end, style);\n }, lineClasses, forceToEnd);\n\n // Run overlays, adjust style array.\n for (var o = 0; o < cm.state.overlays.length; ++o) {\n var overlay = cm.state.overlays[o], i = 1, at = 0;\n runMode(cm, line.text, overlay.mode, true, function(end, style) {\n var start = i;\n // Ensure there's a token end at the current position, and that i points at it\n while (at < end) {\n var i_end = st[i];\n if (i_end > end)\n st.splice(i, 1, end, st[i+1], i_end);\n i += 2;\n at = Math.min(end, i_end);\n }\n if (!style) return;\n if (overlay.opaque) {\n st.splice(start, i - start, end, \"cm-overlay \" + style);\n i = start + 2;\n } else {\n for (; start < i; start += 2) {\n var cur = st[start+1];\n st[start+1] = (cur ? cur + \" \" : \"\") + \"cm-overlay \" + style;\n }\n }\n }, lineClasses);\n }\n\n return {styles: st, classes: lineClasses.bgClass || lineClasses.textClass ? lineClasses : null};\n }\n\n function getLineStyles(cm, line) {\n if (!line.styles || line.styles[0] != cm.state.modeGen) {\n var result = highlightLine(cm, line, line.stateAfter = getStateBefore(cm, lineNo(line)));\n line.styles = result.styles;\n if (result.classes) line.styleClasses = result.classes;\n else if (line.styleClasses) line.styleClasses = null;\n }\n return line.styles;\n }\n\n // Lightweight form of highlight -- proceed over this line and\n // update state, but don't save a style array. Used for lines that\n // aren't currently visible.\n function processLine(cm, text, state, startAt) {\n var mode = cm.doc.mode;\n var stream = new StringStream(text, cm.options.tabSize);\n stream.start = stream.pos = startAt || 0;\n if (text == \"\") callBlankLine(mode, state);\n while (!stream.eol() && stream.pos <= cm.options.maxHighlightLength) {\n readToken(mode, stream, state);\n stream.start = stream.pos;\n }\n }\n\n // Convert a style as returned by a mode (either null, or a string\n // containing one or more styles) to a CSS style. This is cached,\n // and also looks for line-wide styles.\n var styleToClassCache = {}, styleToClassCacheWithMode = {};\n function interpretTokenStyle(style, options) {\n if (!style || /^\\s*$/.test(style)) return null;\n var cache = options.addModeClass ? styleToClassCacheWithMode : styleToClassCache;\n return cache[style] ||\n (cache[style] = style.replace(/\\S+/g, \"cm-$&\"));\n }\n\n // Render the DOM representation of the text of a line. Also builds\n // up a 'line map', which points at the DOM nodes that represent\n // specific stretches of text, and is used by the measuring code.\n // The returned object contains the DOM node, this map, and\n // information about line-wide styles that were set by the mode.\n function buildLineContent(cm, lineView) {\n // The padding-right forces the element to have a 'border', which\n // is needed on Webkit to be able to get line-level bounding\n // rectangles for it (in measureChar).\n var content = elt(\"span\", null, null, webkit ? \"padding-right: .1px\" : null);\n var builder = {pre: elt(\"pre\", [content]), content: content, col: 0, pos: 0, cm: cm};\n lineView.measure = {};\n\n // Iterate over the logical lines that make up this visual line.\n for (var i = 0; i <= (lineView.rest ? lineView.rest.length : 0); i++) {\n var line = i ? lineView.rest[i - 1] : lineView.line, order;\n builder.pos = 0;\n builder.addToken = buildToken;\n // Optionally wire in some hacks into the token-rendering\n // algorithm, to deal with browser quirks.\n if ((ie || webkit) && cm.getOption(\"lineWrapping\"))\n builder.addToken = buildTokenSplitSpaces(builder.addToken);\n if (hasBadBidiRects(cm.display.measure) && (order = getOrder(line)))\n builder.addToken = buildTokenBadBidi(builder.addToken, order);\n builder.map = [];\n insertLineContent(line, builder, getLineStyles(cm, line));\n if (line.styleClasses) {\n if (line.styleClasses.bgClass)\n builder.bgClass = joinClasses(line.styleClasses.bgClass, builder.bgClass || \"\");\n if (line.styleClasses.textClass)\n builder.textClass = joinClasses(line.styleClasses.textClass, builder.textClass || \"\");\n }\n\n // Ensure at least a single node is present, for measuring.\n if (builder.map.length == 0)\n builder.map.push(0, 0, builder.content.appendChild(zeroWidthElement(cm.display.measure)));\n\n // Store the map and a cache object for the current logical line\n if (i == 0) {\n lineView.measure.map = builder.map;\n lineView.measure.cache = {};\n } else {\n (lineView.measure.maps || (lineView.measure.maps = [])).push(builder.map);\n (lineView.measure.caches || (lineView.measure.caches = [])).push({});\n }\n }\n\n signal(cm, \"renderLine\", cm, lineView.line, builder.pre);\n return builder;\n }\n\n function defaultSpecialCharPlaceholder(ch) {\n var token = elt(\"span\", \"\\u2022\", \"cm-invalidchar\");\n token.title = \"\\\\u\" + ch.charCodeAt(0).toString(16);\n return token;\n }\n\n // Build up the DOM representation for a single token, and add it to\n // the line map. Takes care to render special characters separately.\n function buildToken(builder, text, style, startStyle, endStyle, title) {\n if (!text) return;\n var special = builder.cm.options.specialChars, mustWrap = false;\n if (!special.test(text)) {\n builder.col += text.length;\n var content = document.createTextNode(text);\n builder.map.push(builder.pos, builder.pos + text.length, content);\n if (ie_upto8) mustWrap = true;\n builder.pos += text.length;\n } else {\n var content = document.createDocumentFragment(), pos = 0;\n while (true) {\n special.lastIndex = pos;\n var m = special.exec(text);\n var skipped = m ? m.index - pos : text.length - pos;\n if (skipped) {\n var txt = document.createTextNode(text.slice(pos, pos + skipped));\n if (ie_upto8) content.appendChild(elt(\"span\", [txt]));\n else content.appendChild(txt);\n builder.map.push(builder.pos, builder.pos + skipped, txt);\n builder.col += skipped;\n builder.pos += skipped;\n }\n if (!m) break;\n pos += skipped + 1;\n if (m[0] == \"\\t\") {\n var tabSize = builder.cm.options.tabSize, tabWidth = tabSize - builder.col % tabSize;\n var txt = content.appendChild(elt(\"span\", spaceStr(tabWidth), \"cm-tab\"));\n builder.col += tabWidth;\n } else {\n var txt = builder.cm.options.specialCharPlaceholder(m[0]);\n if (ie_upto8) content.appendChild(elt(\"span\", [txt]));\n else content.appendChild(txt);\n builder.col += 1;\n }\n builder.map.push(builder.pos, builder.pos + 1, txt);\n builder.pos++;\n }\n }\n if (style || startStyle || endStyle || mustWrap) {\n var fullStyle = style || \"\";\n if (startStyle) fullStyle += startStyle;\n if (endStyle) fullStyle += endStyle;\n var token = elt(\"span\", [content], fullStyle);\n if (title) token.title = title;\n return builder.content.appendChild(token);\n }\n builder.content.appendChild(content);\n }\n\n function buildTokenSplitSpaces(inner) {\n function split(old) {\n var out = \" \";\n for (var i = 0; i < old.length - 2; ++i) out += i % 2 ? \" \" : \"\\u00a0\";\n out += \" \";\n return out;\n }\n return function(builder, text, style, startStyle, endStyle, title) {\n inner(builder, text.replace(/ {3,}/g, split), style, startStyle, endStyle, title);\n };\n }\n\n // Work around nonsense dimensions being reported for stretches of\n // right-to-left text.\n function buildTokenBadBidi(inner, order) {\n return function(builder, text, style, startStyle, endStyle, title) {\n style = style ? style + \" cm-force-border\" : \"cm-force-border\";\n var start = builder.pos, end = start + text.length;\n for (;;) {\n // Find the part that overlaps with the start of this text\n for (var i = 0; i < order.length; i++) {\n var part = order[i];\n if (part.to > start && part.from <= start) break;\n }\n if (part.to >= end) return inner(builder, text, style, startStyle, endStyle, title);\n inner(builder, text.slice(0, part.to - start), style, startStyle, null, title);\n startStyle = null;\n text = text.slice(part.to - start);\n start = part.to;\n }\n };\n }\n\n function buildCollapsedSpan(builder, size, marker, ignoreWidget) {\n var widget = !ignoreWidget && marker.widgetNode;\n if (widget) {\n builder.map.push(builder.pos, builder.pos + size, widget);\n builder.content.appendChild(widget);\n }\n builder.pos += size;\n }\n\n // Outputs a number of spans to make up a line, taking highlighting\n // and marked text into account.\n function insertLineContent(line, builder, styles) {\n var spans = line.markedSpans, allText = line.text, at = 0;\n if (!spans) {\n for (var i = 1; i < styles.length; i+=2)\n builder.addToken(builder, allText.slice(at, at = styles[i]), interpretTokenStyle(styles[i+1], builder.cm.options));\n return;\n }\n\n var len = allText.length, pos = 0, i = 1, text = \"\", style;\n var nextChange = 0, spanStyle, spanEndStyle, spanStartStyle, title, collapsed;\n for (;;) {\n if (nextChange == pos) { // Update current marker set\n spanStyle = spanEndStyle = spanStartStyle = title = \"\";\n collapsed = null; nextChange = Infinity;\n var foundBookmarks = [];\n for (var j = 0; j < spans.length; ++j) {\n var sp = spans[j], m = sp.marker;\n if (sp.from <= pos && (sp.to == null || sp.to > pos)) {\n if (sp.to != null && nextChange > sp.to) { nextChange = sp.to; spanEndStyle = \"\"; }\n if (m.className) spanStyle += \" \" + m.className;\n if (m.startStyle && sp.from == pos) spanStartStyle += \" \" + m.startStyle;\n if (m.endStyle && sp.to == nextChange) spanEndStyle += \" \" + m.endStyle;\n if (m.title && !title) title = m.title;\n if (m.collapsed && (!collapsed || compareCollapsedMarkers(collapsed.marker, m) < 0))\n collapsed = sp;\n } else if (sp.from > pos && nextChange > sp.from) {\n nextChange = sp.from;\n }\n if (m.type == \"bookmark\" && sp.from == pos && m.widgetNode) foundBookmarks.push(m);\n }\n if (collapsed && (collapsed.from || 0) == pos) {\n buildCollapsedSpan(builder, (collapsed.to == null ? len + 1 : collapsed.to) - pos,\n collapsed.marker, collapsed.from == null);\n if (collapsed.to == null) return;\n }\n if (!collapsed && foundBookmarks.length) for (var j = 0; j < foundBookmarks.length; ++j)\n buildCollapsedSpan(builder, 0, foundBookmarks[j]);\n }\n if (pos >= len) break;\n\n var upto = Math.min(len, nextChange);\n while (true) {\n if (text) {\n var end = pos + text.length;\n if (!collapsed) {\n var tokenText = end > upto ? text.slice(0, upto - pos) : text;\n builder.addToken(builder, tokenText, style ? style + spanStyle : spanStyle,\n spanStartStyle, pos + tokenText.length == nextChange ? spanEndStyle : \"\", title);\n }\n if (end >= upto) {text = text.slice(upto - pos); pos = upto; break;}\n pos = end;\n spanStartStyle = \"\";\n }\n text = allText.slice(at, at = styles[i++]);\n style = interpretTokenStyle(styles[i++], builder.cm.options);\n }\n }\n }\n\n // DOCUMENT DATA STRUCTURE\n\n // By default, updates that start and end at the beginning of a line\n // are treated specially, in order to make the association of line\n // widgets and marker elements with the text behave more intuitive.\n function isWholeLineUpdate(doc, change) {\n return change.from.ch == 0 && change.to.ch == 0 && lst(change.text) == \"\" &&\n (!doc.cm || doc.cm.options.wholeLineUpdateBefore);\n }\n\n // Perform a change on the document data structure.\n function updateDoc(doc, change, markedSpans, estimateHeight) {\n function spansFor(n) {return markedSpans ? markedSpans[n] : null;}\n function update(line, text, spans) {\n updateLine(line, text, spans, estimateHeight);\n signalLater(line, \"change\", line, change);\n }\n\n var from = change.from, to = change.to, text = change.text;\n var firstLine = getLine(doc, from.line), lastLine = getLine(doc, to.line);\n var lastText = lst(text), lastSpans = spansFor(text.length - 1), nlines = to.line - from.line;\n\n // Adjust the line structure\n if (isWholeLineUpdate(doc, change)) {\n // This is a whole-line replace. Treated specially to make\n // sure line objects move the way they are supposed to.\n for (var i = 0, added = []; i < text.length - 1; ++i)\n added.push(new Line(text[i], spansFor(i), estimateHeight));\n update(lastLine, lastLine.text, lastSpans);\n if (nlines) doc.remove(from.line, nlines);\n if (added.length) doc.insert(from.line, added);\n } else if (firstLine == lastLine) {\n if (text.length == 1) {\n update(firstLine, firstLine.text.slice(0, from.ch) + lastText + firstLine.text.slice(to.ch), lastSpans);\n } else {\n for (var added = [], i = 1; i < text.length - 1; ++i)\n added.push(new Line(text[i], spansFor(i), estimateHeight));\n added.push(new Line(lastText + firstLine.text.slice(to.ch), lastSpans, estimateHeight));\n update(firstLine, firstLine.text.slice(0, from.ch) + text[0], spansFor(0));\n doc.insert(from.line + 1, added);\n }\n } else if (text.length == 1) {\n update(firstLine, firstLine.text.slice(0, from.ch) + text[0] + lastLine.text.slice(to.ch), spansFor(0));\n doc.remove(from.line + 1, nlines);\n } else {\n update(firstLine, firstLine.text.slice(0, from.ch) + text[0], spansFor(0));\n update(lastLine, lastText + lastLine.text.slice(to.ch), lastSpans);\n for (var i = 1, added = []; i < text.length - 1; ++i)\n added.push(new Line(text[i], spansFor(i), estimateHeight));\n if (nlines > 1) doc.remove(from.line + 1, nlines - 1);\n doc.insert(from.line + 1, added);\n }\n\n signalLater(doc, \"change\", doc, change);\n }\n\n // The document is represented as a BTree consisting of leaves, with\n // chunk of lines in them, and branches, with up to ten leaves or\n // other branch nodes below them. The top node is always a branch\n // node, and is the document object itself (meaning it has\n // additional methods and properties).\n //\n // All nodes have parent links. The tree is used both to go from\n // line numbers to line objects, and to go from objects to numbers.\n // It also indexes by height, and is used to convert between height\n // and line object, and to find the total height of the document.\n //\n // See also http://marijnhaverbeke.nl/blog/codemirror-line-tree.html\n\n function LeafChunk(lines) {\n this.lines = lines;\n this.parent = null;\n for (var i = 0, height = 0; i < lines.length; ++i) {\n lines[i].parent = this;\n height += lines[i].height;\n }\n this.height = height;\n }\n\n LeafChunk.prototype = {\n chunkSize: function() { return this.lines.length; },\n // Remove the n lines at offset 'at'.\n removeInner: function(at, n) {\n for (var i = at, e = at + n; i < e; ++i) {\n var line = this.lines[i];\n this.height -= line.height;\n cleanUpLine(line);\n signalLater(line, \"delete\");\n }\n this.lines.splice(at, n);\n },\n // Helper used to collapse a small branch into a single leaf.\n collapse: function(lines) {\n lines.push.apply(lines, this.lines);\n },\n // Insert the given array of lines at offset 'at', count them as\n // having the given height.\n insertInner: function(at, lines, height) {\n this.height += height;\n this.lines = this.lines.slice(0, at).concat(lines).concat(this.lines.slice(at));\n for (var i = 0; i < lines.length; ++i) lines[i].parent = this;\n },\n // Used to iterate over a part of the tree.\n iterN: function(at, n, op) {\n for (var e = at + n; at < e; ++at)\n if (op(this.lines[at])) return true;\n }\n };\n\n function BranchChunk(children) {\n this.children = children;\n var size = 0, height = 0;\n for (var i = 0; i < children.length; ++i) {\n var ch = children[i];\n size += ch.chunkSize(); height += ch.height;\n ch.parent = this;\n }\n this.size = size;\n this.height = height;\n this.parent = null;\n }\n\n BranchChunk.prototype = {\n chunkSize: function() { return this.size; },\n removeInner: function(at, n) {\n this.size -= n;\n for (var i = 0; i < this.children.length; ++i) {\n var child = this.children[i], sz = child.chunkSize();\n if (at < sz) {\n var rm = Math.min(n, sz - at), oldHeight = child.height;\n child.removeInner(at, rm);\n this.height -= oldHeight - child.height;\n if (sz == rm) { this.children.splice(i--, 1); child.parent = null; }\n if ((n -= rm) == 0) break;\n at = 0;\n } else at -= sz;\n }\n // If the result is smaller than 25 lines, ensure that it is a\n // single leaf node.\n if (this.size - n < 25 &&\n (this.children.length > 1 || !(this.children[0] instanceof LeafChunk))) {\n var lines = [];\n this.collapse(lines);\n this.children = [new LeafChunk(lines)];\n this.children[0].parent = this;\n }\n },\n collapse: function(lines) {\n for (var i = 0; i < this.children.length; ++i) this.children[i].collapse(lines);\n },\n insertInner: function(at, lines, height) {\n this.size += lines.length;\n this.height += height;\n for (var i = 0; i < this.children.length; ++i) {\n var child = this.children[i], sz = child.chunkSize();\n if (at <= sz) {\n child.insertInner(at, lines, height);\n if (child.lines && child.lines.length > 50) {\n while (child.lines.length > 50) {\n var spilled = child.lines.splice(child.lines.length - 25, 25);\n var newleaf = new LeafChunk(spilled);\n child.height -= newleaf.height;\n this.children.splice(i + 1, 0, newleaf);\n newleaf.parent = this;\n }\n this.maybeSpill();\n }\n break;\n }\n at -= sz;\n }\n },\n // When a node has grown, check whether it should be split.\n maybeSpill: function() {\n if (this.children.length <= 10) return;\n var me = this;\n do {\n var spilled = me.children.splice(me.children.length - 5, 5);\n var sibling = new BranchChunk(spilled);\n if (!me.parent) { // Become the parent node\n var copy = new BranchChunk(me.children);\n copy.parent = me;\n me.children = [copy, sibling];\n me = copy;\n } else {\n me.size -= sibling.size;\n me.height -= sibling.height;\n var myIndex = indexOf(me.parent.children, me);\n me.parent.children.splice(myIndex + 1, 0, sibling);\n }\n sibling.parent = me.parent;\n } while (me.children.length > 10);\n me.parent.maybeSpill();\n },\n iterN: function(at, n, op) {\n for (var i = 0; i < this.children.length; ++i) {\n var child = this.children[i], sz = child.chunkSize();\n if (at < sz) {\n var used = Math.min(n, sz - at);\n if (child.iterN(at, used, op)) return true;\n if ((n -= used) == 0) break;\n at = 0;\n } else at -= sz;\n }\n }\n };\n\n var nextDocId = 0;\n var Doc = CodeMirror.Doc = function(text, mode, firstLine) {\n if (!(this instanceof Doc)) return new Doc(text, mode, firstLine);\n if (firstLine == null) firstLine = 0;\n\n BranchChunk.call(this, [new LeafChunk([new Line(\"\", null)])]);\n this.first = firstLine;\n this.scrollTop = this.scrollLeft = 0;\n this.cantEdit = false;\n this.cleanGeneration = 1;\n this.frontier = firstLine;\n var start = Pos(firstLine, 0);\n this.sel = simpleSelection(start);\n this.history = new History(null);\n this.id = ++nextDocId;\n this.modeOption = mode;\n\n if (typeof text == \"string\") text = splitLines(text);\n updateDoc(this, {from: start, to: start, text: text});\n setSelection(this, simpleSelection(start), sel_dontScroll);\n };\n\n Doc.prototype = createObj(BranchChunk.prototype, {\n constructor: Doc,\n // Iterate over the document. Supports two forms -- with only one\n // argument, it calls that for each line in the document. With\n // three, it iterates over the range given by the first two (with\n // the second being non-inclusive).\n iter: function(from, to, op) {\n if (op) this.iterN(from - this.first, to - from, op);\n else this.iterN(this.first, this.first + this.size, from);\n },\n\n // Non-public interface for adding and removing lines.\n insert: function(at, lines) {\n var height = 0;\n for (var i = 0; i < lines.length; ++i) height += lines[i].height;\n this.insertInner(at - this.first, lines, height);\n },\n remove: function(at, n) { this.removeInner(at - this.first, n); },\n\n // From here, the methods are part of the public interface. Most\n // are also available from CodeMirror (editor) instances.\n\n getValue: function(lineSep) {\n var lines = getLines(this, this.first, this.first + this.size);\n if (lineSep === false) return lines;\n return lines.join(lineSep || \"\\n\");\n },\n setValue: docMethodOp(function(code) {\n var top = Pos(this.first, 0), last = this.first + this.size - 1;\n makeChange(this, {from: top, to: Pos(last, getLine(this, last).text.length),\n text: splitLines(code), origin: \"setValue\"}, true);\n setSelection(this, simpleSelection(top));\n }),\n replaceRange: function(code, from, to, origin) {\n from = clipPos(this, from);\n to = to ? clipPos(this, to) : from;\n replaceRange(this, code, from, to, origin);\n },\n getRange: function(from, to, lineSep) {\n var lines = getBetween(this, clipPos(this, from), clipPos(this, to));\n if (lineSep === false) return lines;\n return lines.join(lineSep || \"\\n\");\n },\n\n getLine: function(line) {var l = this.getLineHandle(line); return l && l.text;},\n\n getLineHandle: function(line) {if (isLine(this, line)) return getLine(this, line);},\n getLineNumber: function(line) {return lineNo(line);},\n\n getLineHandleVisualStart: function(line) {\n if (typeof line == \"number\") line = getLine(this, line);\n return visualLine(line);\n },\n\n lineCount: function() {return this.size;},\n firstLine: function() {return this.first;},\n lastLine: function() {return this.first + this.size - 1;},\n\n clipPos: function(pos) {return clipPos(this, pos);},\n\n getCursor: function(start) {\n var range = this.sel.primary(), pos;\n if (start == null || start == \"head\") pos = range.head;\n else if (start == \"anchor\") pos = range.anchor;\n else if (start == \"end\" || start == \"to\" || start === false) pos = range.to();\n else pos = range.from();\n return pos;\n },\n listSelections: function() { return this.sel.ranges; },\n somethingSelected: function() {return this.sel.somethingSelected();},\n\n setCursor: docMethodOp(function(line, ch, options) {\n setSimpleSelection(this, clipPos(this, typeof line == \"number\" ? Pos(line, ch || 0) : line), null, options);\n }),\n setSelection: docMethodOp(function(anchor, head, options) {\n setSimpleSelection(this, clipPos(this, anchor), clipPos(this, head || anchor), options);\n }),\n extendSelection: docMethodOp(function(head, other, options) {\n extendSelection(this, clipPos(this, head), other && clipPos(this, other), options);\n }),\n extendSelections: docMethodOp(function(heads, options) {\n extendSelections(this, clipPosArray(this, heads, options));\n }),\n extendSelectionsBy: docMethodOp(function(f, options) {\n extendSelections(this, map(this.sel.ranges, f), options);\n }),\n setSelections: docMethodOp(function(ranges, primary, options) {\n if (!ranges.length) return;\n for (var i = 0, out = []; i < ranges.length; i++)\n out[i] = new Range(clipPos(this, ranges[i].anchor),\n clipPos(this, ranges[i].head));\n if (primary == null) primary = Math.min(ranges.length - 1, this.sel.primIndex);\n setSelection(this, normalizeSelection(out, primary), options);\n }),\n addSelection: docMethodOp(function(anchor, head, options) {\n var ranges = this.sel.ranges.slice(0);\n ranges.push(new Range(clipPos(this, anchor), clipPos(this, head || anchor)));\n setSelection(this, normalizeSelection(ranges, ranges.length - 1), options);\n }),\n\n getSelection: function(lineSep) {\n var ranges = this.sel.ranges, lines;\n for (var i = 0; i < ranges.length; i++) {\n var sel = getBetween(this, ranges[i].from(), ranges[i].to());\n lines = lines ? lines.concat(sel) : sel;\n }\n if (lineSep === false) return lines;\n else return lines.join(lineSep || \"\\n\");\n },\n getSelections: function(lineSep) {\n var parts = [], ranges = this.sel.ranges;\n for (var i = 0; i < ranges.length; i++) {\n var sel = getBetween(this, ranges[i].from(), ranges[i].to());\n if (lineSep !== false) sel = sel.join(lineSep || \"\\n\");\n parts[i] = sel;\n }\n return parts;\n },\n replaceSelection: function(code, collapse, origin) {\n var dup = [];\n for (var i = 0; i < this.sel.ranges.length; i++)\n dup[i] = code;\n this.replaceSelections(dup, collapse, origin || \"+input\");\n },\n replaceSelections: docMethodOp(function(code, collapse, origin) {\n var changes = [], sel = this.sel;\n for (var i = 0; i < sel.ranges.length; i++) {\n var range = sel.ranges[i];\n changes[i] = {from: range.from(), to: range.to(), text: splitLines(code[i]), origin: origin};\n }\n var newSel = collapse && collapse != \"end\" && computeReplacedSel(this, changes, collapse);\n for (var i = changes.length - 1; i >= 0; i--)\n makeChange(this, changes[i]);\n if (newSel) setSelectionReplaceHistory(this, newSel);\n else if (this.cm) ensureCursorVisible(this.cm);\n }),\n undo: docMethodOp(function() {makeChangeFromHistory(this, \"undo\");}),\n redo: docMethodOp(function() {makeChangeFromHistory(this, \"redo\");}),\n undoSelection: docMethodOp(function() {makeChangeFromHistory(this, \"undo\", true);}),\n redoSelection: docMethodOp(function() {makeChangeFromHistory(this, \"redo\", true);}),\n\n setExtending: function(val) {this.extend = val;},\n getExtending: function() {return this.extend;},\n\n historySize: function() {\n var hist = this.history, done = 0, undone = 0;\n for (var i = 0; i < hist.done.length; i++) if (!hist.done[i].ranges) ++done;\n for (var i = 0; i < hist.undone.length; i++) if (!hist.undone[i].ranges) ++undone;\n return {undo: done, redo: undone};\n },\n clearHistory: function() {this.history = new History(this.history.maxGeneration);},\n\n markClean: function() {\n this.cleanGeneration = this.changeGeneration(true);\n },\n changeGeneration: function(forceSplit) {\n if (forceSplit)\n this.history.lastOp = this.history.lastOrigin = null;\n return this.history.generation;\n },\n isClean: function (gen) {\n return this.history.generation == (gen || this.cleanGeneration);\n },\n\n getHistory: function() {\n return {done: copyHistoryArray(this.history.done),\n undone: copyHistoryArray(this.history.undone)};\n },\n setHistory: function(histData) {\n var hist = this.history = new History(this.history.maxGeneration);\n hist.done = copyHistoryArray(histData.done.slice(0), null, true);\n hist.undone = copyHistoryArray(histData.undone.slice(0), null, true);\n },\n\n markText: function(from, to, options) {\n return markText(this, clipPos(this, from), clipPos(this, to), options, \"range\");\n },\n setBookmark: function(pos, options) {\n var realOpts = {replacedWith: options && (options.nodeType == null ? options.widget : options),\n insertLeft: options && options.insertLeft,\n clearWhenEmpty: false, shared: options && options.shared};\n pos = clipPos(this, pos);\n return markText(this, pos, pos, realOpts, \"bookmark\");\n },\n findMarksAt: function(pos) {\n pos = clipPos(this, pos);\n var markers = [], spans = getLine(this, pos.line).markedSpans;\n if (spans) for (var i = 0; i < spans.length; ++i) {\n var span = spans[i];\n if ((span.from == null || span.from <= pos.ch) &&\n (span.to == null || span.to >= pos.ch))\n markers.push(span.marker.parent || span.marker);\n }\n return markers;\n },\n findMarks: function(from, to, filter) {\n from = clipPos(this, from); to = clipPos(this, to);\n var found = [], lineNo = from.line;\n this.iter(from.line, to.line + 1, function(line) {\n var spans = line.markedSpans;\n if (spans) for (var i = 0; i < spans.length; i++) {\n var span = spans[i];\n if (!(lineNo == from.line && from.ch > span.to ||\n span.from == null && lineNo != from.line||\n lineNo == to.line && span.from > to.ch) &&\n (!filter || filter(span.marker)))\n found.push(span.marker.parent || span.marker);\n }\n ++lineNo;\n });\n return found;\n },\n getAllMarks: function() {\n var markers = [];\n this.iter(function(line) {\n var sps = line.markedSpans;\n if (sps) for (var i = 0; i < sps.length; ++i)\n if (sps[i].from != null) markers.push(sps[i].marker);\n });\n return markers;\n },\n\n posFromIndex: function(off) {\n var ch, lineNo = this.first;\n this.iter(function(line) {\n var sz = line.text.length + 1;\n if (sz > off) { ch = off; return true; }\n off -= sz;\n ++lineNo;\n });\n return clipPos(this, Pos(lineNo, ch));\n },\n indexFromPos: function (coords) {\n coords = clipPos(this, coords);\n var index = coords.ch;\n if (coords.line < this.first || coords.ch < 0) return 0;\n this.iter(this.first, coords.line, function (line) {\n index += line.text.length + 1;\n });\n return index;\n },\n\n copy: function(copyHistory) {\n var doc = new Doc(getLines(this, this.first, this.first + this.size), this.modeOption, this.first);\n doc.scrollTop = this.scrollTop; doc.scrollLeft = this.scrollLeft;\n doc.sel = this.sel;\n doc.extend = false;\n if (copyHistory) {\n doc.history.undoDepth = this.history.undoDepth;\n doc.setHistory(this.getHistory());\n }\n return doc;\n },\n\n linkedDoc: function(options) {\n if (!options) options = {};\n var from = this.first, to = this.first + this.size;\n if (options.from != null && options.from > from) from = options.from;\n if (options.to != null && options.to < to) to = options.to;\n var copy = new Doc(getLines(this, from, to), options.mode || this.modeOption, from);\n if (options.sharedHist) copy.history = this.history;\n (this.linked || (this.linked = [])).push({doc: copy, sharedHist: options.sharedHist});\n copy.linked = [{doc: this, isParent: true, sharedHist: options.sharedHist}];\n copySharedMarkers(copy, findSharedMarkers(this));\n return copy;\n },\n unlinkDoc: function(other) {\n if (other instanceof CodeMirror) other = other.doc;\n if (this.linked) for (var i = 0; i < this.linked.length; ++i) {\n var link = this.linked[i];\n if (link.doc != other) continue;\n this.linked.splice(i, 1);\n other.unlinkDoc(this);\n detachSharedMarkers(findSharedMarkers(this));\n break;\n }\n // If the histories were shared, split them again\n if (other.history == this.history) {\n var splitIds = [other.id];\n linkedDocs(other, function(doc) {splitIds.push(doc.id);}, true);\n other.history = new History(null);\n other.history.done = copyHistoryArray(this.history.done, splitIds);\n other.history.undone = copyHistoryArray(this.history.undone, splitIds);\n }\n },\n iterLinkedDocs: function(f) {linkedDocs(this, f);},\n\n getMode: function() {return this.mode;},\n getEditor: function() {return this.cm;}\n });\n\n // Public alias.\n Doc.prototype.eachLine = Doc.prototype.iter;\n\n // Set up methods on CodeMirror's prototype to redirect to the editor's document.\n var dontDelegate = \"iter insert remove copy getEditor\".split(\" \");\n for (var prop in Doc.prototype) if (Doc.prototype.hasOwnProperty(prop) && indexOf(dontDelegate, prop) < 0)\n CodeMirror.prototype[prop] = (function(method) {\n return function() {return method.apply(this.doc, arguments);};\n })(Doc.prototype[prop]);\n\n eventMixin(Doc);\n\n // Call f for all linked documents.\n function linkedDocs(doc, f, sharedHistOnly) {\n function propagate(doc, skip, sharedHist) {\n if (doc.linked) for (var i = 0; i < doc.linked.length; ++i) {\n var rel = doc.linked[i];\n if (rel.doc == skip) continue;\n var shared = sharedHist && rel.sharedHist;\n if (sharedHistOnly && !shared) continue;\n f(rel.doc, shared);\n propagate(rel.doc, doc, shared);\n }\n }\n propagate(doc, null, true);\n }\n\n // Attach a document to an editor.\n function attachDoc(cm, doc) {\n if (doc.cm) throw new Error(\"This document is already in use.\");\n cm.doc = doc;\n doc.cm = cm;\n estimateLineHeights(cm);\n loadMode(cm);\n if (!cm.options.lineWrapping) findMaxLine(cm);\n cm.options.mode = doc.modeOption;\n regChange(cm);\n }\n\n // LINE UTILITIES\n\n // Find the line object corresponding to the given line number.\n function getLine(doc, n) {\n n -= doc.first;\n if (n < 0 || n >= doc.size) throw new Error(\"There is no line \" + (n + doc.first) + \" in the document.\");\n for (var chunk = doc; !chunk.lines;) {\n for (var i = 0;; ++i) {\n var child = chunk.children[i], sz = child.chunkSize();\n if (n < sz) { chunk = child; break; }\n n -= sz;\n }\n }\n return chunk.lines[n];\n }\n\n // Get the part of a document between two positions, as an array of\n // strings.\n function getBetween(doc, start, end) {\n var out = [], n = start.line;\n doc.iter(start.line, end.line + 1, function(line) {\n var text = line.text;\n if (n == end.line) text = text.slice(0, end.ch);\n if (n == start.line) text = text.slice(start.ch);\n out.push(text);\n ++n;\n });\n return out;\n }\n // Get the lines between from and to, as array of strings.\n function getLines(doc, from, to) {\n var out = [];\n doc.iter(from, to, function(line) { out.push(line.text); });\n return out;\n }\n\n // Update the height of a line, propagating the height change\n // upwards to parent nodes.\n function updateLineHeight(line, height) {\n var diff = height - line.height;\n if (diff) for (var n = line; n; n = n.parent) n.height += diff;\n }\n\n // Given a line object, find its line number by walking up through\n // its parent links.\n function lineNo(line) {\n if (line.parent == null) return null;\n var cur = line.parent, no = indexOf(cur.lines, line);\n for (var chunk = cur.parent; chunk; cur = chunk, chunk = chunk.parent) {\n for (var i = 0;; ++i) {\n if (chunk.children[i] == cur) break;\n no += chunk.children[i].chunkSize();\n }\n }\n return no + cur.first;\n }\n\n // Find the line at the given vertical position, using the height\n // information in the document tree.\n function lineAtHeight(chunk, h) {\n var n = chunk.first;\n outer: do {\n for (var i = 0; i < chunk.children.length; ++i) {\n var child = chunk.children[i], ch = child.height;\n if (h < ch) { chunk = child; continue outer; }\n h -= ch;\n n += child.chunkSize();\n }\n return n;\n } while (!chunk.lines);\n for (var i = 0; i < chunk.lines.length; ++i) {\n var line = chunk.lines[i], lh = line.height;\n if (h < lh) break;\n h -= lh;\n }\n return n + i;\n }\n\n\n // Find the height above the given line.\n function heightAtLine(lineObj) {\n lineObj = visualLine(lineObj);\n\n var h = 0, chunk = lineObj.parent;\n for (var i = 0; i < chunk.lines.length; ++i) {\n var line = chunk.lines[i];\n if (line == lineObj) break;\n else h += line.height;\n }\n for (var p = chunk.parent; p; chunk = p, p = chunk.parent) {\n for (var i = 0; i < p.children.length; ++i) {\n var cur = p.children[i];\n if (cur == chunk) break;\n else h += cur.height;\n }\n }\n return h;\n }\n\n // Get the bidi ordering for the given line (and cache it). Returns\n // false for lines that are fully left-to-right, and an array of\n // BidiSpan objects otherwise.\n function getOrder(line) {\n var order = line.order;\n if (order == null) order = line.order = bidiOrdering(line.text);\n return order;\n }\n\n // HISTORY\n\n function History(startGen) {\n // Arrays of change events and selections. Doing something adds an\n // event to done and clears undo. Undoing moves events from done\n // to undone, redoing moves them in the other direction.\n this.done = []; this.undone = [];\n this.undoDepth = Infinity;\n // Used to track when changes can be merged into a single undo\n // event\n this.lastModTime = this.lastSelTime = 0;\n this.lastOp = null;\n this.lastOrigin = this.lastSelOrigin = null;\n // Used by the isClean() method\n this.generation = this.maxGeneration = startGen || 1;\n }\n\n // Create a history change event from an updateDoc-style change\n // object.\n function historyChangeFromChange(doc, change) {\n var histChange = {from: copyPos(change.from), to: changeEnd(change), text: getBetween(doc, change.from, change.to)};\n attachLocalSpans(doc, histChange, change.from.line, change.to.line + 1);\n linkedDocs(doc, function(doc) {attachLocalSpans(doc, histChange, change.from.line, change.to.line + 1);}, true);\n return histChange;\n }\n\n // Pop all selection events off the end of a history array. Stop at\n // a change event.\n function clearSelectionEvents(array) {\n while (array.length) {\n var last = lst(array);\n if (last.ranges) array.pop();\n else break;\n }\n }\n\n // Find the top change event in the history. Pop off selection\n // events that are in the way.\n function lastChangeEvent(hist, force) {\n if (force) {\n clearSelectionEvents(hist.done);\n return lst(hist.done);\n } else if (hist.done.length && !lst(hist.done).ranges) {\n return lst(hist.done);\n } else if (hist.done.length > 1 && !hist.done[hist.done.length - 2].ranges) {\n hist.done.pop();\n return lst(hist.done);\n }\n }\n\n // Register a change in the history. Merges changes that are within\n // a single operation, ore are close together with an origin that\n // allows merging (starting with \"+\") into a single event.\n function addChangeToHistory(doc, change, selAfter, opId) {\n var hist = doc.history;\n hist.undone.length = 0;\n var time = +new Date, cur;\n\n if ((hist.lastOp == opId ||\n hist.lastOrigin == change.origin && change.origin &&\n ((change.origin.charAt(0) == \"+\" && doc.cm && hist.lastModTime > time - doc.cm.options.historyEventDelay) ||\n change.origin.charAt(0) == \"*\")) &&\n (cur = lastChangeEvent(hist, hist.lastOp == opId))) {\n // Merge this change into the last event\n var last = lst(cur.changes);\n if (cmp(change.from, change.to) == 0 && cmp(change.from, last.to) == 0) {\n // Optimized case for simple insertion -- don't want to add\n // new changesets for every character typed\n last.to = changeEnd(change);\n } else {\n // Add new sub-event\n cur.changes.push(historyChangeFromChange(doc, change));\n }\n } else {\n // Can not be merged, start a new event.\n var before = lst(hist.done);\n if (!before || !before.ranges)\n pushSelectionToHistory(doc.sel, hist.done);\n cur = {changes: [historyChangeFromChange(doc, change)],\n generation: hist.generation};\n hist.done.push(cur);\n while (hist.done.length > hist.undoDepth) {\n hist.done.shift();\n if (!hist.done[0].ranges) hist.done.shift();\n }\n }\n hist.done.push(selAfter);\n hist.generation = ++hist.maxGeneration;\n hist.lastModTime = hist.lastSelTime = time;\n hist.lastOp = opId;\n hist.lastOrigin = hist.lastSelOrigin = change.origin;\n\n if (!last) signal(doc, \"historyAdded\");\n }\n\n function selectionEventCanBeMerged(doc, origin, prev, sel) {\n var ch = origin.charAt(0);\n return ch == \"*\" ||\n ch == \"+\" &&\n prev.ranges.length == sel.ranges.length &&\n prev.somethingSelected() == sel.somethingSelected() &&\n new Date - doc.history.lastSelTime <= (doc.cm ? doc.cm.options.historyEventDelay : 500);\n }\n\n // Called whenever the selection changes, sets the new selection as\n // the pending selection in the history, and pushes the old pending\n // selection into the 'done' array when it was significantly\n // different (in number of selected ranges, emptiness, or time).\n function addSelectionToHistory(doc, sel, opId, options) {\n var hist = doc.history, origin = options && options.origin;\n\n // A new event is started when the previous origin does not match\n // the current, or the origins don't allow matching. Origins\n // starting with * are always merged, those starting with + are\n // merged when similar and close together in time.\n if (opId == hist.lastOp ||\n (origin && hist.lastSelOrigin == origin &&\n (hist.lastModTime == hist.lastSelTime && hist.lastOrigin == origin ||\n selectionEventCanBeMerged(doc, origin, lst(hist.done), sel))))\n hist.done[hist.done.length - 1] = sel;\n else\n pushSelectionToHistory(sel, hist.done);\n\n hist.lastSelTime = +new Date;\n hist.lastSelOrigin = origin;\n hist.lastOp = opId;\n if (options && options.clearRedo !== false)\n clearSelectionEvents(hist.undone);\n }\n\n function pushSelectionToHistory(sel, dest) {\n var top = lst(dest);\n if (!(top && top.ranges && top.equals(sel)))\n dest.push(sel);\n }\n\n // Used to store marked span information in the history.\n function attachLocalSpans(doc, change, from, to) {\n var existing = change[\"spans_\" + doc.id], n = 0;\n doc.iter(Math.max(doc.first, from), Math.min(doc.first + doc.size, to), function(line) {\n if (line.markedSpans)\n (existing || (existing = change[\"spans_\" + doc.id] = {}))[n] = line.markedSpans;\n ++n;\n });\n }\n\n // When un/re-doing restores text containing marked spans, those\n // that have been explicitly cleared should not be restored.\n function removeClearedSpans(spans) {\n if (!spans) return null;\n for (var i = 0, out; i < spans.length; ++i) {\n if (spans[i].marker.explicitlyCleared) { if (!out) out = spans.slice(0, i); }\n else if (out) out.push(spans[i]);\n }\n return !out ? spans : out.length ? out : null;\n }\n\n // Retrieve and filter the old marked spans stored in a change event.\n function getOldSpans(doc, change) {\n var found = change[\"spans_\" + doc.id];\n if (!found) return null;\n for (var i = 0, nw = []; i < change.text.length; ++i)\n nw.push(removeClearedSpans(found[i]));\n return nw;\n }\n\n // Used both to provide a JSON-safe object in .getHistory, and, when\n // detaching a document, to split the history in two\n function copyHistoryArray(events, newGroup, instantiateSel) {\n for (var i = 0, copy = []; i < events.length; ++i) {\n var event = events[i];\n if (event.ranges) {\n copy.push(instantiateSel ? Selection.prototype.deepCopy.call(event) : event);\n continue;\n }\n var changes = event.changes, newChanges = [];\n copy.push({changes: newChanges});\n for (var j = 0; j < changes.length; ++j) {\n var change = changes[j], m;\n newChanges.push({from: change.from, to: change.to, text: change.text});\n if (newGroup) for (var prop in change) if (m = prop.match(/^spans_(\\d+)$/)) {\n if (indexOf(newGroup, Number(m[1])) > -1) {\n lst(newChanges)[prop] = change[prop];\n delete change[prop];\n }\n }\n }\n }\n return copy;\n }\n\n // Rebasing/resetting history to deal with externally-sourced changes\n\n function rebaseHistSelSingle(pos, from, to, diff) {\n if (to < pos.line) {\n pos.line += diff;\n } else if (from < pos.line) {\n pos.line = from;\n pos.ch = 0;\n }\n }\n\n // Tries to rebase an array of history events given a change in the\n // document. If the change touches the same lines as the event, the\n // event, and everything 'behind' it, is discarded. If the change is\n // before the event, the event's positions are updated. Uses a\n // copy-on-write scheme for the positions, to avoid having to\n // reallocate them all on every rebase, but also avoid problems with\n // shared position objects being unsafely updated.\n function rebaseHistArray(array, from, to, diff) {\n for (var i = 0; i < array.length; ++i) {\n var sub = array[i], ok = true;\n if (sub.ranges) {\n if (!sub.copied) { sub = array[i] = sub.deepCopy(); sub.copied = true; }\n for (var j = 0; j < sub.ranges.length; j++) {\n rebaseHistSelSingle(sub.ranges[j].anchor, from, to, diff);\n rebaseHistSelSingle(sub.ranges[j].head, from, to, diff);\n }\n continue;\n }\n for (var j = 0; j < sub.changes.length; ++j) {\n var cur = sub.changes[j];\n if (to < cur.from.line) {\n cur.from = Pos(cur.from.line + diff, cur.from.ch);\n cur.to = Pos(cur.to.line + diff, cur.to.ch);\n } else if (from <= cur.to.line) {\n ok = false;\n break;\n }\n }\n if (!ok) {\n array.splice(0, i + 1);\n i = 0;\n }\n }\n }\n\n function rebaseHist(hist, change) {\n var from = change.from.line, to = change.to.line, diff = change.text.length - (to - from) - 1;\n rebaseHistArray(hist.done, from, to, diff);\n rebaseHistArray(hist.undone, from, to, diff);\n }\n\n // EVENT UTILITIES\n\n // Due to the fact that we still support jurassic IE versions, some\n // compatibility wrappers are needed.\n\n var e_preventDefault = CodeMirror.e_preventDefault = function(e) {\n if (e.preventDefault) e.preventDefault();\n else e.returnValue = false;\n };\n var e_stopPropagation = CodeMirror.e_stopPropagation = function(e) {\n if (e.stopPropagation) e.stopPropagation();\n else e.cancelBubble = true;\n };\n function e_defaultPrevented(e) {\n return e.defaultPrevented != null ? e.defaultPrevented : e.returnValue == false;\n }\n var e_stop = CodeMirror.e_stop = function(e) {e_preventDefault(e); e_stopPropagation(e);};\n\n function e_target(e) {return e.target || e.srcElement;}\n function e_button(e) {\n var b = e.which;\n if (b == null) {\n if (e.button & 1) b = 1;\n else if (e.button & 2) b = 3;\n else if (e.button & 4) b = 2;\n }\n if (mac && e.ctrlKey && b == 1) b = 3;\n return b;\n }\n\n // EVENT HANDLING\n\n // Lightweight event framework. on/off also work on DOM nodes,\n // registering native DOM handlers.\n\n var on = CodeMirror.on = function(emitter, type, f) {\n if (emitter.addEventListener)\n emitter.addEventListener(type, f, false);\n else if (emitter.attachEvent)\n emitter.attachEvent(\"on\" + type, f);\n else {\n var map = emitter._handlers || (emitter._handlers = {});\n var arr = map[type] || (map[type] = []);\n arr.push(f);\n }\n };\n\n var off = CodeMirror.off = function(emitter, type, f) {\n if (emitter.removeEventListener)\n emitter.removeEventListener(type, f, false);\n else if (emitter.detachEvent)\n emitter.detachEvent(\"on\" + type, f);\n else {\n var arr = emitter._handlers && emitter._handlers[type];\n if (!arr) return;\n for (var i = 0; i < arr.length; ++i)\n if (arr[i] == f) { arr.splice(i, 1); break; }\n }\n };\n\n var signal = CodeMirror.signal = function(emitter, type /*, values...*/) {\n var arr = emitter._handlers && emitter._handlers[type];\n if (!arr) return;\n var args = Array.prototype.slice.call(arguments, 2);\n for (var i = 0; i < arr.length; ++i) arr[i].apply(null, args);\n };\n\n // Often, we want to signal events at a point where we are in the\n // middle of some work, but don't want the handler to start calling\n // other methods on the editor, which might be in an inconsistent\n // state or simply not expect any other events to happen.\n // signalLater looks whether there are any handlers, and schedules\n // them to be executed when the last operation ends, or, if no\n // operation is active, when a timeout fires.\n var delayedCallbacks, delayedCallbackDepth = 0;\n function signalLater(emitter, type /*, values...*/) {\n var arr = emitter._handlers && emitter._handlers[type];\n if (!arr) return;\n var args = Array.prototype.slice.call(arguments, 2);\n if (!delayedCallbacks) {\n ++delayedCallbackDepth;\n delayedCallbacks = [];\n setTimeout(fireDelayed, 0);\n }\n function bnd(f) {return function(){f.apply(null, args);};};\n for (var i = 0; i < arr.length; ++i)\n delayedCallbacks.push(bnd(arr[i]));\n }\n\n function fireDelayed() {\n --delayedCallbackDepth;\n var delayed = delayedCallbacks;\n delayedCallbacks = null;\n for (var i = 0; i < delayed.length; ++i) delayed[i]();\n }\n\n // The DOM events that CodeMirror handles can be overridden by\n // registering a (non-DOM) handler on the editor for the event name,\n // and preventDefault-ing the event in that handler.\n function signalDOMEvent(cm, e, override) {\n signal(cm, override || e.type, cm, e);\n return e_defaultPrevented(e) || e.codemirrorIgnore;\n }\n\n function signalCursorActivity(cm) {\n var arr = cm._handlers && cm._handlers.cursorActivity;\n if (!arr) return;\n var set = cm.curOp.cursorActivityHandlers || (cm.curOp.cursorActivityHandlers = []);\n for (var i = 0; i < arr.length; ++i) if (indexOf(set, arr[i]) == -1)\n set.push(arr[i]);\n }\n\n function hasHandler(emitter, type) {\n var arr = emitter._handlers && emitter._handlers[type];\n return arr && arr.length > 0;\n }\n\n // Add on and off methods to a constructor's prototype, to make\n // registering events on such objects more convenient.\n function eventMixin(ctor) {\n ctor.prototype.on = function(type, f) {on(this, type, f);};\n ctor.prototype.off = function(type, f) {off(this, type, f);};\n }\n\n // MISC UTILITIES\n\n // Number of pixels added to scroller and sizer to hide scrollbar\n var scrollerCutOff = 30;\n\n // Returned or thrown by various protocols to signal 'I'm not\n // handling this'.\n var Pass = CodeMirror.Pass = {toString: function(){return \"CodeMirror.Pass\";}};\n\n // Reused option objects for setSelection & friends\n var sel_dontScroll = {scroll: false}, sel_mouse = {origin: \"*mouse\"}, sel_move = {origin: \"+move\"};\n\n function Delayed() {this.id = null;}\n Delayed.prototype.set = function(ms, f) {\n clearTimeout(this.id);\n this.id = setTimeout(f, ms);\n };\n\n // Counts the column offset in a string, taking tabs into account.\n // Used mostly to find indentation.\n var countColumn = CodeMirror.countColumn = function(string, end, tabSize, startIndex, startValue) {\n if (end == null) {\n end = string.search(/[^\\s\\u00a0]/);\n if (end == -1) end = string.length;\n }\n for (var i = startIndex || 0, n = startValue || 0;;) {\n var nextTab = string.indexOf(\"\\t\", i);\n if (nextTab < 0 || nextTab >= end)\n return n + (end - i);\n n += nextTab - i;\n n += tabSize - (n % tabSize);\n i = nextTab + 1;\n }\n };\n\n // The inverse of countColumn -- find the offset that corresponds to\n // a particular column.\n function findColumn(string, goal, tabSize) {\n for (var pos = 0, col = 0;;) {\n var nextTab = string.indexOf(\"\\t\", pos);\n if (nextTab == -1) nextTab = string.length;\n var skipped = nextTab - pos;\n if (nextTab == string.length || col + skipped >= goal)\n return pos + Math.min(skipped, goal - col);\n col += nextTab - pos;\n col += tabSize - (col % tabSize);\n pos = nextTab + 1;\n if (col >= goal) return pos;\n }\n }\n\n var spaceStrs = [\"\"];\n function spaceStr(n) {\n while (spaceStrs.length <= n)\n spaceStrs.push(lst(spaceStrs) + \" \");\n return spaceStrs[n];\n }\n\n function lst(arr) { return arr[arr.length-1]; }\n\n var selectInput = function(node) { node.select(); };\n if (ios) // Mobile Safari apparently has a bug where select() is broken.\n selectInput = function(node) { node.selectionStart = 0; node.selectionEnd = node.value.length; };\n else if (ie) // Suppress mysterious IE10 errors\n selectInput = function(node) { try { node.select(); } catch(_e) {} };\n\n function indexOf(array, elt) {\n for (var i = 0; i < array.length; ++i)\n if (array[i] == elt) return i;\n return -1;\n }\n if ([].indexOf) indexOf = function(array, elt) { return array.indexOf(elt); };\n function map(array, f) {\n var out = [];\n for (var i = 0; i < array.length; i++) out[i] = f(array[i], i);\n return out;\n }\n if ([].map) map = function(array, f) { return array.map(f); };\n\n function createObj(base, props) {\n var inst;\n if (Object.create) {\n inst = Object.create(base);\n } else {\n var ctor = function() {};\n ctor.prototype = base;\n inst = new ctor();\n }\n if (props) copyObj(props, inst);\n return inst;\n };\n\n function copyObj(obj, target, overwrite) {\n if (!target) target = {};\n for (var prop in obj)\n if (obj.hasOwnProperty(prop) && (overwrite !== false || !target.hasOwnProperty(prop)))\n target[prop] = obj[prop];\n return target;\n }\n\n function bind(f) {\n var args = Array.prototype.slice.call(arguments, 1);\n return function(){return f.apply(null, args);};\n }\n\n var nonASCIISingleCaseWordChar = /[\\u00df\\u3040-\\u309f\\u30a0-\\u30ff\\u3400-\\u4db5\\u4e00-\\u9fcc\\uac00-\\ud7af]/;\n var isWordCharBasic = CodeMirror.isWordChar = function(ch) {\n return /\\w/.test(ch) || ch > \"\\x80\" &&\n (ch.toUpperCase() != ch.toLowerCase() || nonASCIISingleCaseWordChar.test(ch));\n };\n function isWordChar(ch, helper) {\n if (!helper) return isWordCharBasic(ch);\n if (helper.source.indexOf(\"\\\\w\") > -1 && isWordCharBasic(ch)) return true;\n return helper.test(ch);\n }\n\n function isEmpty(obj) {\n for (var n in obj) if (obj.hasOwnProperty(n) && obj[n]) return false;\n return true;\n }\n\n // Extending unicode characters. A series of a non-extending char +\n // any number of extending chars is treated as a single unit as far\n // as editing and measuring is concerned. This is not fully correct,\n // since some scripts/fonts/browsers also treat other configurations\n // of code points as a group.\n var extendingChars = /[\\u0300-\\u036f\\u0483-\\u0489\\u0591-\\u05bd\\u05bf\\u05c1\\u05c2\\u05c4\\u05c5\\u05c7\\u0610-\\u061a\\u064b-\\u065e\\u0670\\u06d6-\\u06dc\\u06de-\\u06e4\\u06e7\\u06e8\\u06ea-\\u06ed\\u0711\\u0730-\\u074a\\u07a6-\\u07b0\\u07eb-\\u07f3\\u0816-\\u0819\\u081b-\\u0823\\u0825-\\u0827\\u0829-\\u082d\\u0900-\\u0902\\u093c\\u0941-\\u0948\\u094d\\u0951-\\u0955\\u0962\\u0963\\u0981\\u09bc\\u09be\\u09c1-\\u09c4\\u09cd\\u09d7\\u09e2\\u09e3\\u0a01\\u0a02\\u0a3c\\u0a41\\u0a42\\u0a47\\u0a48\\u0a4b-\\u0a4d\\u0a51\\u0a70\\u0a71\\u0a75\\u0a81\\u0a82\\u0abc\\u0ac1-\\u0ac5\\u0ac7\\u0ac8\\u0acd\\u0ae2\\u0ae3\\u0b01\\u0b3c\\u0b3e\\u0b3f\\u0b41-\\u0b44\\u0b4d\\u0b56\\u0b57\\u0b62\\u0b63\\u0b82\\u0bbe\\u0bc0\\u0bcd\\u0bd7\\u0c3e-\\u0c40\\u0c46-\\u0c48\\u0c4a-\\u0c4d\\u0c55\\u0c56\\u0c62\\u0c63\\u0cbc\\u0cbf\\u0cc2\\u0cc6\\u0ccc\\u0ccd\\u0cd5\\u0cd6\\u0ce2\\u0ce3\\u0d3e\\u0d41-\\u0d44\\u0d4d\\u0d57\\u0d62\\u0d63\\u0dca\\u0dcf\\u0dd2-\\u0dd4\\u0dd6\\u0ddf\\u0e31\\u0e34-\\u0e3a\\u0e47-\\u0e4e\\u0eb1\\u0eb4-\\u0eb9\\u0ebb\\u0ebc\\u0ec8-\\u0ecd\\u0f18\\u0f19\\u0f35\\u0f37\\u0f39\\u0f71-\\u0f7e\\u0f80-\\u0f84\\u0f86\\u0f87\\u0f90-\\u0f97\\u0f99-\\u0fbc\\u0fc6\\u102d-\\u1030\\u1032-\\u1037\\u1039\\u103a\\u103d\\u103e\\u1058\\u1059\\u105e-\\u1060\\u1071-\\u1074\\u1082\\u1085\\u1086\\u108d\\u109d\\u135f\\u1712-\\u1714\\u1732-\\u1734\\u1752\\u1753\\u1772\\u1773\\u17b7-\\u17bd\\u17c6\\u17c9-\\u17d3\\u17dd\\u180b-\\u180d\\u18a9\\u1920-\\u1922\\u1927\\u1928\\u1932\\u1939-\\u193b\\u1a17\\u1a18\\u1a56\\u1a58-\\u1a5e\\u1a60\\u1a62\\u1a65-\\u1a6c\\u1a73-\\u1a7c\\u1a7f\\u1b00-\\u1b03\\u1b34\\u1b36-\\u1b3a\\u1b3c\\u1b42\\u1b6b-\\u1b73\\u1b80\\u1b81\\u1ba2-\\u1ba5\\u1ba8\\u1ba9\\u1c2c-\\u1c33\\u1c36\\u1c37\\u1cd0-\\u1cd2\\u1cd4-\\u1ce0\\u1ce2-\\u1ce8\\u1ced\\u1dc0-\\u1de6\\u1dfd-\\u1dff\\u200c\\u200d\\u20d0-\\u20f0\\u2cef-\\u2cf1\\u2de0-\\u2dff\\u302a-\\u302f\\u3099\\u309a\\ua66f-\\ua672\\ua67c\\ua67d\\ua6f0\\ua6f1\\ua802\\ua806\\ua80b\\ua825\\ua826\\ua8c4\\ua8e0-\\ua8f1\\ua926-\\ua92d\\ua947-\\ua951\\ua980-\\ua982\\ua9b3\\ua9b6-\\ua9b9\\ua9bc\\uaa29-\\uaa2e\\uaa31\\uaa32\\uaa35\\uaa36\\uaa43\\uaa4c\\uaab0\\uaab2-\\uaab4\\uaab7\\uaab8\\uaabe\\uaabf\\uaac1\\uabe5\\uabe8\\uabed\\udc00-\\udfff\\ufb1e\\ufe00-\\ufe0f\\ufe20-\\ufe26\\uff9e\\uff9f]/;\n function isExtendingChar(ch) { return ch.charCodeAt(0) >= 768 && extendingChars.test(ch); }\n\n // DOM UTILITIES\n\n function elt(tag, content, className, style) {\n var e = document.createElement(tag);\n if (className) e.className = className;\n if (style) e.style.cssText = style;\n if (typeof content == \"string\") e.appendChild(document.createTextNode(content));\n else if (content) for (var i = 0; i < content.length; ++i) e.appendChild(content[i]);\n return e;\n }\n\n var range;\n if (document.createRange) range = function(node, start, end) {\n var r = document.createRange();\n r.setEnd(node, end);\n r.setStart(node, start);\n return r;\n };\n else range = function(node, start, end) {\n var r = document.body.createTextRange();\n r.moveToElementText(node.parentNode);\n r.collapse(true);\n r.moveEnd(\"character\", end);\n r.moveStart(\"character\", start);\n return r;\n };\n\n function removeChildren(e) {\n for (var count = e.childNodes.length; count > 0; --count)\n e.removeChild(e.firstChild);\n return e;\n }\n\n function removeChildrenAndAdd(parent, e) {\n return removeChildren(parent).appendChild(e);\n }\n\n function contains(parent, child) {\n if (parent.contains)\n return parent.contains(child);\n while (child = child.parentNode)\n if (child == parent) return true;\n }\n\n function activeElt() { return document.activeElement; }\n // Older versions of IE throws unspecified error when touching\n // document.activeElement in some cases (during loading, in iframe)\n if (ie_upto10) activeElt = function() {\n try { return document.activeElement; }\n catch(e) { return document.body; }\n };\n\n function classTest(cls) { return new RegExp(\"\\\\b\" + cls + \"\\\\b\\\\s*\"); }\n function rmClass(node, cls) {\n var test = classTest(cls);\n if (test.test(node.className)) node.className = node.className.replace(test, \"\");\n }\n function addClass(node, cls) {\n if (!classTest(cls).test(node.className)) node.className += \" \" + cls;\n }\n function joinClasses(a, b) {\n var as = a.split(\" \");\n for (var i = 0; i < as.length; i++)\n if (as[i] && !classTest(as[i]).test(b)) b += \" \" + as[i];\n return b;\n }\n\n // WINDOW-WIDE EVENTS\n\n // These must be handled carefully, because naively registering a\n // handler for each editor will cause the editors to never be\n // garbage collected.\n\n function forEachCodeMirror(f) {\n if (!document.body.getElementsByClassName) return;\n var byClass = document.body.getElementsByClassName(\"CodeMirror\");\n for (var i = 0; i < byClass.length; i++) {\n var cm = byClass[i].CodeMirror;\n if (cm) f(cm);\n }\n }\n\n var globalsRegistered = false;\n function ensureGlobalHandlers() {\n if (globalsRegistered) return;\n registerGlobalHandlers();\n globalsRegistered = true;\n }\n function registerGlobalHandlers() {\n // When the window resizes, we need to refresh active editors.\n var resizeTimer;\n on(window, \"resize\", function() {\n if (resizeTimer == null) resizeTimer = setTimeout(function() {\n resizeTimer = null;\n knownScrollbarWidth = null;\n forEachCodeMirror(onResize);\n }, 100);\n });\n // When the window loses focus, we want to show the editor as blurred\n on(window, \"blur\", function() {\n forEachCodeMirror(onBlur);\n });\n }\n\n // FEATURE DETECTION\n\n // Detect drag-and-drop\n var dragAndDrop = function() {\n // There is *some* kind of drag-and-drop support in IE6-8, but I\n // couldn't get it to work yet.\n if (ie_upto8) return false;\n var div = elt('div');\n return \"draggable\" in div || \"dragDrop\" in div;\n }();\n\n var knownScrollbarWidth;\n function scrollbarWidth(measure) {\n if (knownScrollbarWidth != null) return knownScrollbarWidth;\n var test = elt(\"div\", null, null, \"width: 50px; height: 50px; overflow-x: scroll\");\n removeChildrenAndAdd(measure, test);\n if (test.offsetWidth)\n knownScrollbarWidth = test.offsetHeight - test.clientHeight;\n return knownScrollbarWidth || 0;\n }\n\n var zwspSupported;\n function zeroWidthElement(measure) {\n if (zwspSupported == null) {\n var test = elt(\"span\", \"\\u200b\");\n removeChildrenAndAdd(measure, elt(\"span\", [test, document.createTextNode(\"x\")]));\n if (measure.firstChild.offsetHeight != 0)\n zwspSupported = test.offsetWidth <= 1 && test.offsetHeight > 2 && !ie_upto7;\n }\n if (zwspSupported) return elt(\"span\", \"\\u200b\");\n else return elt(\"span\", \"\\u00a0\", null, \"display: inline-block; width: 1px; margin-right: -1px\");\n }\n\n // Feature-detect IE's crummy client rect reporting for bidi text\n var badBidiRects;\n function hasBadBidiRects(measure) {\n if (badBidiRects != null) return badBidiRects;\n var txt = removeChildrenAndAdd(measure, document.createTextNode(\"A\\u062eA\"));\n var r0 = range(txt, 0, 1).getBoundingClientRect();\n if (r0.left == r0.right) return false;\n var r1 = range(txt, 1, 2).getBoundingClientRect();\n return badBidiRects = (r1.right - r0.right < 3);\n }\n\n // See if \"\".split is the broken IE version, if so, provide an\n // alternative way to split lines.\n var splitLines = CodeMirror.splitLines = \"\\n\\nb\".split(/\\n/).length != 3 ? function(string) {\n var pos = 0, result = [], l = string.length;\n while (pos <= l) {\n var nl = string.indexOf(\"\\n\", pos);\n if (nl == -1) nl = string.length;\n var line = string.slice(pos, string.charAt(nl - 1) == \"\\r\" ? nl - 1 : nl);\n var rt = line.indexOf(\"\\r\");\n if (rt != -1) {\n result.push(line.slice(0, rt));\n pos += rt + 1;\n } else {\n result.push(line);\n pos = nl + 1;\n }\n }\n return result;\n } : function(string){return string.split(/\\r\\n?|\\n/);};\n\n var hasSelection = window.getSelection ? function(te) {\n try { return te.selectionStart != te.selectionEnd; }\n catch(e) { return false; }\n } : function(te) {\n try {var range = te.ownerDocument.selection.createRange();}\n catch(e) {}\n if (!range || range.parentElement() != te) return false;\n return range.compareEndPoints(\"StartToEnd\", range) != 0;\n };\n\n var hasCopyEvent = (function() {\n var e = elt(\"div\");\n if (\"oncopy\" in e) return true;\n e.setAttribute(\"oncopy\", \"return;\");\n return typeof e.oncopy == \"function\";\n })();\n\n // KEY NAMES\n\n var keyNames = {3: \"Enter\", 8: \"Backspace\", 9: \"Tab\", 13: \"Enter\", 16: \"Shift\", 17: \"Ctrl\", 18: \"Alt\",\n 19: \"Pause\", 20: \"CapsLock\", 27: \"Esc\", 32: \"Space\", 33: \"PageUp\", 34: \"PageDown\", 35: \"End\",\n 36: \"Home\", 37: \"Left\", 38: \"Up\", 39: \"Right\", 40: \"Down\", 44: \"PrintScrn\", 45: \"Insert\",\n 46: \"Delete\", 59: \";\", 61: \"=\", 91: \"Mod\", 92: \"Mod\", 93: \"Mod\", 107: \"=\", 109: \"-\", 127: \"Delete\",\n 173: \"-\", 186: \";\", 187: \"=\", 188: \",\", 189: \"-\", 190: \".\", 191: \"/\", 192: \"`\", 219: \"[\", 220: \"\\\\\",\n 221: \"]\", 222: \"'\", 63232: \"Up\", 63233: \"Down\", 63234: \"Left\", 63235: \"Right\", 63272: \"Delete\",\n 63273: \"Home\", 63275: \"End\", 63276: \"PageUp\", 63277: \"PageDown\", 63302: \"Insert\"};\n CodeMirror.keyNames = keyNames;\n (function() {\n // Number keys\n for (var i = 0; i < 10; i++) keyNames[i + 48] = keyNames[i + 96] = String(i);\n // Alphabetic keys\n for (var i = 65; i <= 90; i++) keyNames[i] = String.fromCharCode(i);\n // Function keys\n for (var i = 1; i <= 12; i++) keyNames[i + 111] = keyNames[i + 63235] = \"F\" + i;\n })();\n\n // BIDI HELPERS\n\n function iterateBidiSections(order, from, to, f) {\n if (!order) return f(from, to, \"ltr\");\n var found = false;\n for (var i = 0; i < order.length; ++i) {\n var part = order[i];\n if (part.from < to && part.to > from || from == to && part.to == from) {\n f(Math.max(part.from, from), Math.min(part.to, to), part.level == 1 ? \"rtl\" : \"ltr\");\n found = true;\n }\n }\n if (!found) f(from, to, \"ltr\");\n }\n\n function bidiLeft(part) { return part.level % 2 ? part.to : part.from; }\n function bidiRight(part) { return part.level % 2 ? part.from : part.to; }\n\n function lineLeft(line) { var order = getOrder(line); return order ? bidiLeft(order[0]) : 0; }\n function lineRight(line) {\n var order = getOrder(line);\n if (!order) return line.text.length;\n return bidiRight(lst(order));\n }\n\n function lineStart(cm, lineN) {\n var line = getLine(cm.doc, lineN);\n var visual = visualLine(line);\n if (visual != line) lineN = lineNo(visual);\n var order = getOrder(visual);\n var ch = !order ? 0 : order[0].level % 2 ? lineRight(visual) : lineLeft(visual);\n return Pos(lineN, ch);\n }\n function lineEnd(cm, lineN) {\n var merged, line = getLine(cm.doc, lineN);\n while (merged = collapsedSpanAtEnd(line)) {\n line = merged.find(1, true).line;\n lineN = null;\n }\n var order = getOrder(line);\n var ch = !order ? line.text.length : order[0].level % 2 ? lineLeft(line) : lineRight(line);\n return Pos(lineN == null ? lineNo(line) : lineN, ch);\n }\n\n function compareBidiLevel(order, a, b) {\n var linedir = order[0].level;\n if (a == linedir) return true;\n if (b == linedir) return false;\n return a < b;\n }\n var bidiOther;\n function getBidiPartAt(order, pos) {\n bidiOther = null;\n for (var i = 0, found; i < order.length; ++i) {\n var cur = order[i];\n if (cur.from < pos && cur.to > pos) return i;\n if ((cur.from == pos || cur.to == pos)) {\n if (found == null) {\n found = i;\n } else if (compareBidiLevel(order, cur.level, order[found].level)) {\n if (cur.from != cur.to) bidiOther = found;\n return i;\n } else {\n if (cur.from != cur.to) bidiOther = i;\n return found;\n }\n }\n }\n return found;\n }\n\n function moveInLine(line, pos, dir, byUnit) {\n if (!byUnit) return pos + dir;\n do pos += dir;\n while (pos > 0 && isExtendingChar(line.text.charAt(pos)));\n return pos;\n }\n\n // This is needed in order to move 'visually' through bi-directional\n // text -- i.e., pressing left should make the cursor go left, even\n // when in RTL text. The tricky part is the 'jumps', where RTL and\n // LTR text touch each other. This often requires the cursor offset\n // to move more than one unit, in order to visually move one unit.\n function moveVisually(line, start, dir, byUnit) {\n var bidi = getOrder(line);\n if (!bidi) return moveLogically(line, start, dir, byUnit);\n var pos = getBidiPartAt(bidi, start), part = bidi[pos];\n var target = moveInLine(line, start, part.level % 2 ? -dir : dir, byUnit);\n\n for (;;) {\n if (target > part.from && target < part.to) return target;\n if (target == part.from || target == part.to) {\n if (getBidiPartAt(bidi, target) == pos) return target;\n part = bidi[pos += dir];\n return (dir > 0) == part.level % 2 ? part.to : part.from;\n } else {\n part = bidi[pos += dir];\n if (!part) return null;\n if ((dir > 0) == part.level % 2)\n target = moveInLine(line, part.to, -1, byUnit);\n else\n target = moveInLine(line, part.from, 1, byUnit);\n }\n }\n }\n\n function moveLogically(line, start, dir, byUnit) {\n var target = start + dir;\n if (byUnit) while (target > 0 && isExtendingChar(line.text.charAt(target))) target += dir;\n return target < 0 || target > line.text.length ? null : target;\n }\n\n // Bidirectional ordering algorithm\n // See http://unicode.org/reports/tr9/tr9-13.html for the algorithm\n // that this (partially) implements.\n\n // One-char codes used for character types:\n // L (L): Left-to-Right\n // R (R): Right-to-Left\n // r (AL): Right-to-Left Arabic\n // 1 (EN): European Number\n // + (ES): European Number Separator\n // % (ET): European Number Terminator\n // n (AN): Arabic Number\n // , (CS): Common Number Separator\n // m (NSM): Non-Spacing Mark\n // b (BN): Boundary Neutral\n // s (B): Paragraph Separator\n // t (S): Segment Separator\n // w (WS): Whitespace\n // N (ON): Other Neutrals\n\n // Returns null if characters are ordered as they appear\n // (left-to-right), or an array of sections ({from, to, level}\n // objects) in the order in which they occur visually.\n var bidiOrdering = (function() {\n // Character types for codepoints 0 to 0xff\n var lowTypes = \"bbbbbbbbbtstwsbbbbbbbbbbbbbbssstwNN%%%NNNNNN,N,N1111111111NNNNNNNLLLLLLLLLLLLLLLLLLLLLLLLLLNNNNNNLLLLLLLLLLLLLLLLLLLLLLLLLLNNNNbbbbbbsbbbbbbbbbbbbbbbbbbbbbbbbbb,N%%%%NNNNLNNNNN%%11NLNNN1LNNNNNLLLLLLLLLLLLLLLLLLLLLLLNLLLLLLLLLLLLLLLLLLLLLLLLLLLLLLLN\";\n // Character types for codepoints 0x600 to 0x6ff\n var arabicTypes = \"rrrrrrrrrrrr,rNNmmmmmmrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrmmmmmmmmmmmmmmrrrrrrrnnnnnnnnnn%nnrrrmrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrmmmmmmmmmmmmmmmmmmmNmmmm\";\n function charType(code) {\n if (code <= 0xf7) return lowTypes.charAt(code);\n else if (0x590 <= code && code <= 0x5f4) return \"R\";\n else if (0x600 <= code && code <= 0x6ed) return arabicTypes.charAt(code - 0x600);\n else if (0x6ee <= code && code <= 0x8ac) return \"r\";\n else if (0x2000 <= code && code <= 0x200b) return \"w\";\n else if (code == 0x200c) return \"b\";\n else return \"L\";\n }\n\n var bidiRE = /[\\u0590-\\u05f4\\u0600-\\u06ff\\u0700-\\u08ac]/;\n var isNeutral = /[stwN]/, isStrong = /[LRr]/, countsAsLeft = /[Lb1n]/, countsAsNum = /[1n]/;\n // Browsers seem to always treat the boundaries of block elements as being L.\n var outerType = \"L\";\n\n function BidiSpan(level, from, to) {\n this.level = level;\n this.from = from; this.to = to;\n }\n\n return function(str) {\n if (!bidiRE.test(str)) return false;\n var len = str.length, types = [];\n for (var i = 0, type; i < len; ++i)\n types.push(type = charType(str.charCodeAt(i)));\n\n // W1. Examine each non-spacing mark (NSM) in the level run, and\n // change the type of the NSM to the type of the previous\n // character. If the NSM is at the start of the level run, it will\n // get the type of sor.\n for (var i = 0, prev = outerType; i < len; ++i) {\n var type = types[i];\n if (type == \"m\") types[i] = prev;\n else prev = type;\n }\n\n // W2. Search backwards from each instance of a European number\n // until the first strong type (R, L, AL, or sor) is found. If an\n // AL is found, change the type of the European number to Arabic\n // number.\n // W3. Change all ALs to R.\n for (var i = 0, cur = outerType; i < len; ++i) {\n var type = types[i];\n if (type == \"1\" && cur == \"r\") types[i] = \"n\";\n else if (isStrong.test(type)) { cur = type; if (type == \"r\") types[i] = \"R\"; }\n }\n\n // W4. A single European separator between two European numbers\n // changes to a European number. A single common separator between\n // two numbers of the same type changes to that type.\n for (var i = 1, prev = types[0]; i < len - 1; ++i) {\n var type = types[i];\n if (type == \"+\" && prev == \"1\" && types[i+1] == \"1\") types[i] = \"1\";\n else if (type == \",\" && prev == types[i+1] &&\n (prev == \"1\" || prev == \"n\")) types[i] = prev;\n prev = type;\n }\n\n // W5. A sequence of European terminators adjacent to European\n // numbers changes to all European numbers.\n // W6. Otherwise, separators and terminators change to Other\n // Neutral.\n for (var i = 0; i < len; ++i) {\n var type = types[i];\n if (type == \",\") types[i] = \"N\";\n else if (type == \"%\") {\n for (var end = i + 1; end < len && types[end] == \"%\"; ++end) {}\n var replace = (i && types[i-1] == \"!\") || (end < len && types[end] == \"1\") ? \"1\" : \"N\";\n for (var j = i; j < end; ++j) types[j] = replace;\n i = end - 1;\n }\n }\n\n // W7. Search backwards from each instance of a European number\n // until the first strong type (R, L, or sor) is found. If an L is\n // found, then change the type of the European number to L.\n for (var i = 0, cur = outerType; i < len; ++i) {\n var type = types[i];\n if (cur == \"L\" && type == \"1\") types[i] = \"L\";\n else if (isStrong.test(type)) cur = type;\n }\n\n // N1. A sequence of neutrals takes the direction of the\n // surrounding strong text if the text on both sides has the same\n // direction. European and Arabic numbers act as if they were R in\n // terms of their influence on neutrals. Start-of-level-run (sor)\n // and end-of-level-run (eor) are used at level run boundaries.\n // N2. Any remaining neutrals take the embedding direction.\n for (var i = 0; i < len; ++i) {\n if (isNeutral.test(types[i])) {\n for (var end = i + 1; end < len && isNeutral.test(types[end]); ++end) {}\n var before = (i ? types[i-1] : outerType) == \"L\";\n var after = (end < len ? types[end] : outerType) == \"L\";\n var replace = before || after ? \"L\" : \"R\";\n for (var j = i; j < end; ++j) types[j] = replace;\n i = end - 1;\n }\n }\n\n // Here we depart from the documented algorithm, in order to avoid\n // building up an actual levels array. Since there are only three\n // levels (0, 1, 2) in an implementation that doesn't take\n // explicit embedding into account, we can build up the order on\n // the fly, without following the level-based algorithm.\n var order = [], m;\n for (var i = 0; i < len;) {\n if (countsAsLeft.test(types[i])) {\n var start = i;\n for (++i; i < len && countsAsLeft.test(types[i]); ++i) {}\n order.push(new BidiSpan(0, start, i));\n } else {\n var pos = i, at = order.length;\n for (++i; i < len && types[i] != \"L\"; ++i) {}\n for (var j = pos; j < i;) {\n if (countsAsNum.test(types[j])) {\n if (pos < j) order.splice(at, 0, new BidiSpan(1, pos, j));\n var nstart = j;\n for (++j; j < i && countsAsNum.test(types[j]); ++j) {}\n order.splice(at, 0, new BidiSpan(2, nstart, j));\n pos = j;\n } else ++j;\n }\n if (pos < i) order.splice(at, 0, new BidiSpan(1, pos, i));\n }\n }\n if (order[0].level == 1 && (m = str.match(/^\\s+/))) {\n order[0].from = m[0].length;\n order.unshift(new BidiSpan(0, 0, m[0].length));\n }\n if (lst(order).level == 1 && (m = str.match(/\\s+$/))) {\n lst(order).to -= m[0].length;\n order.push(new BidiSpan(0, len - m[0].length, len));\n }\n if (order[0].level != lst(order).level)\n order.push(new BidiSpan(order[0].level, len, len));\n\n return order;\n };\n })();\n\n // THE END\n\n CodeMirror.version = \"4.1.1\";\n\n return CodeMirror;\n});\n"
},
"$:/plugins/tiddlywiki/codemirror/lib/codemirror.css": {
"type": "text/css",
"title": "$:/plugins/tiddlywiki/codemirror/lib/codemirror.css",
"tags": "[[$:/tags/stylesheet]]",
"text": "/* BASICS */\n\n.CodeMirror {\n /* Set height, width, borders, and global font properties here */\n font-family: monospace;\n height: 300px;\n}\n.CodeMirror-scroll {\n /* Set scrolling behaviour here */\n overflow: auto;\n}\n\n/* PADDING */\n\n.CodeMirror-lines {\n padding: 4px 0; /* Vertical padding around content */\n}\n.CodeMirror pre {\n padding: 0 4px; /* Horizontal padding of content */\n}\n\n.CodeMirror-scrollbar-filler, .CodeMirror-gutter-filler {\n background-color: white; /* The little square between H and V scrollbars */\n}\n\n/* GUTTER */\n\n.CodeMirror-gutters {\n border-right: 1px solid #ddd;\n background-color: #f7f7f7;\n white-space: nowrap;\n}\n.CodeMirror-linenumbers {}\n.CodeMirror-linenumber {\n padding: 0 3px 0 5px;\n min-width: 20px;\n text-align: right;\n color: #999;\n -moz-box-sizing: content-box;\n box-sizing: content-box;\n}\n\n/* CURSOR */\n\n.CodeMirror div.CodeMirror-cursor {\n border-left: 1px solid black;\n}\n/* Shown when moving in bi-directional text */\n.CodeMirror div.CodeMirror-secondarycursor {\n border-left: 1px solid silver;\n}\n.CodeMirror.cm-keymap-fat-cursor div.CodeMirror-cursor {\n width: auto;\n border: 0;\n background: #7e7;\n}\n/* Can style cursor different in overwrite (non-insert) mode */\ndiv.CodeMirror-overwrite div.CodeMirror-cursor {}\n\n.cm-tab { display: inline-block; }\n\n.CodeMirror-ruler {\n border-left: 1px solid #ccc;\n position: absolute;\n}\n\n/* DEFAULT THEME */\n\n.cm-s-default .cm-keyword {color: #708;}\n.cm-s-default .cm-atom {color: #219;}\n.cm-s-default .cm-number {color: #164;}\n.cm-s-default .cm-def {color: #00f;}\n.cm-s-default .cm-variable,\n.cm-s-default .cm-punctuation,\n.cm-s-default .cm-property,\n.cm-s-default .cm-operator {}\n.cm-s-default .cm-variable-2 {color: #05a;}\n.cm-s-default .cm-variable-3 {color: #085;}\n.cm-s-default .cm-comment {color: #a50;}\n.cm-s-default .cm-string {color: #a11;}\n.cm-s-default .cm-string-2 {color: #f50;}\n.cm-s-default .cm-meta {color: #555;}\n.cm-s-default .cm-qualifier {color: #555;}\n.cm-s-default .cm-builtin {color: #30a;}\n.cm-s-default .cm-bracket {color: #997;}\n.cm-s-default .cm-tag {color: #170;}\n.cm-s-default .cm-attribute {color: #00c;}\n.cm-s-default .cm-header {color: blue;}\n.cm-s-default .cm-quote {color: #090;}\n.cm-s-default .cm-hr {color: #999;}\n.cm-s-default .cm-link {color: #00c;}\n\n.cm-negative {color: #d44;}\n.cm-positive {color: #292;}\n.cm-header, .cm-strong {font-weight: bold;}\n.cm-em {font-style: italic;}\n.cm-link {text-decoration: underline;}\n\n.cm-s-default .cm-error {color: #f00;}\n.cm-invalidchar {color: #f00;}\n\ndiv.CodeMirror span.CodeMirror-matchingbracket {color: #0f0;}\ndiv.CodeMirror span.CodeMirror-nonmatchingbracket {color: #f22;}\n.CodeMirror-activeline-background {background: #e8f2ff;}\n\n/* STOP */\n\n/* The rest of this file contains styles related to the mechanics of\n the editor. You probably shouldn't touch them. */\n\n.CodeMirror {\n line-height: 1;\n position: relative;\n overflow: hidden;\n background: white;\n color: black;\n}\n\n.CodeMirror-scroll {\n /* 30px is the magic margin used to hide the element's real scrollbars */\n /* See overflow: hidden in .CodeMirror */\n margin-bottom: -30px; margin-right: -30px;\n padding-bottom: 30px;\n height: 100%;\n outline: none; /* Prevent dragging from highlighting the element */\n position: relative;\n -moz-box-sizing: content-box;\n box-sizing: content-box;\n}\n.CodeMirror-sizer {\n position: relative;\n border-right: 30px solid transparent;\n -moz-box-sizing: content-box;\n box-sizing: content-box;\n}\n\n/* The fake, visible scrollbars. Used to force redraw during scrolling\n before actuall scrolling happens, thus preventing shaking and\n flickering artifacts. */\n.CodeMirror-vscrollbar, .CodeMirror-hscrollbar, .CodeMirror-scrollbar-filler, .CodeMirror-gutter-filler {\n position: absolute;\n z-index: 6;\n display: none;\n}\n.CodeMirror-vscrollbar {\n right: 0; top: 0;\n overflow-x: hidden;\n overflow-y: scroll;\n}\n.CodeMirror-hscrollbar {\n bottom: 0; left: 0;\n overflow-y: hidden;\n overflow-x: scroll;\n}\n.CodeMirror-scrollbar-filler {\n right: 0; bottom: 0;\n}\n.CodeMirror-gutter-filler {\n left: 0; bottom: 0;\n}\n\n.CodeMirror-gutters {\n position: absolute; left: 0; top: 0;\n padding-bottom: 30px;\n z-index: 3;\n}\n.CodeMirror-gutter {\n white-space: normal;\n height: 100%;\n -moz-box-sizing: content-box;\n box-sizing: content-box;\n padding-bottom: 30px;\n margin-bottom: -32px;\n display: inline-block;\n /* Hack to make IE7 behave */\n *zoom:1;\n *display:inline;\n}\n.CodeMirror-gutter-elt {\n position: absolute;\n cursor: default;\n z-index: 4;\n}\n\n.CodeMirror-lines {\n cursor: text;\n}\n.CodeMirror pre {\n /* Reset some styles that the rest of the page might have set */\n -moz-border-radius: 0; -webkit-border-radius: 0; border-radius: 0;\n border-width: 0;\n background: transparent;\n font-family: inherit;\n font-size: inherit;\n margin: 0;\n white-space: pre;\n word-wrap: normal;\n line-height: inherit;\n color: inherit;\n z-index: 2;\n position: relative;\n overflow: visible;\n}\n.CodeMirror-wrap pre {\n word-wrap: break-word;\n white-space: pre-wrap;\n word-break: normal;\n}\n\n.CodeMirror-linebackground {\n position: absolute;\n left: 0; right: 0; top: 0; bottom: 0;\n z-index: 0;\n}\n\n.CodeMirror-linewidget {\n position: relative;\n z-index: 2;\n overflow: auto;\n}\n\n.CodeMirror-widget {}\n\n.CodeMirror-wrap .CodeMirror-scroll {\n overflow-x: hidden;\n}\n\n.CodeMirror-measure {\n position: absolute;\n width: 100%;\n height: 0;\n overflow: hidden;\n visibility: hidden;\n}\n.CodeMirror-measure pre { position: static; }\n\n.CodeMirror div.CodeMirror-cursor {\n position: absolute;\n border-right: none;\n width: 0;\n}\n\ndiv.CodeMirror-cursors {\n visibility: hidden;\n position: relative;\n z-index: 1;\n}\n.CodeMirror-focused div.CodeMirror-cursors {\n visibility: visible;\n}\n\n.CodeMirror-selected { background: #d9d9d9; }\n.CodeMirror-focused .CodeMirror-selected { background: #d7d4f0; }\n.CodeMirror-crosshair { cursor: crosshair; }\n\n.cm-searching {\n background: #ffa;\n background: rgba(255, 255, 0, .4);\n}\n\n/* IE7 hack to prevent it from returning funny offsetTops on the spans */\n.CodeMirror span { *vertical-align: text-bottom; }\n\n/* Used to force a border model for a node */\n.cm-force-border { padding-right: .1px; }\n\n@media print {\n /* Hide the cursor when printing */\n .CodeMirror div.CodeMirror-cursors {\n visibility: hidden;\n }\n}\n"
},
"$:/plugins/tiddlywiki/codemirror/addon/dialog/dialog.css": {
"type": "text/css",
"title": "$:/plugins/tiddlywiki/codemirror/addon/dialog/dialog.css",
"tags": "[[$:/tags/stylesheet]]",
"text": ".CodeMirror-dialog {\n position: absolute;\n left: 0; right: 0;\n background: white;\n z-index: 15;\n padding: .1em .8em;\n overflow: hidden;\n color: #333;\n}\n\n.CodeMirror-dialog-top {\n border-bottom: 1px solid #eee;\n top: 0;\n}\n\n.CodeMirror-dialog-bottom {\n border-top: 1px solid #eee;\n bottom: 0;\n}\n\n.CodeMirror-dialog input {\n border: none;\n outline: none;\n background: transparent;\n width: 20em;\n color: inherit;\n font-family: monospace;\n}\n\n.CodeMirror-dialog button {\n font-size: 70%;\n}\n"
},
"$:/plugins/tiddlywiki/codemirror/addon/dialog/dialog.js": {
"type": "application/javascript",
"title": "$:/plugins/tiddlywiki/codemirror/addon/dialog/dialog.js",
"module-type": "library",
"text": "// Open simple dialogs on top of an editor. Relies on dialog.css.\n\n(function(mod) {\n if (typeof exports == \"object\" && typeof module == \"object\") // CommonJS\n mod(require(\"../../lib/codemirror\"));\n else if (typeof define == \"function\" && define.amd) // AMD\n define([\"../../lib/codemirror\"], mod);\n else // Plain browser env\n mod(CodeMirror);\n})(function(CodeMirror) {\n function dialogDiv(cm, template, bottom) {\n var wrap = cm.getWrapperElement();\n var dialog;\n dialog = wrap.appendChild(document.createElement(\"div\"));\n if (bottom) {\n dialog.className = \"CodeMirror-dialog CodeMirror-dialog-bottom\";\n } else {\n dialog.className = \"CodeMirror-dialog CodeMirror-dialog-top\";\n }\n if (typeof template == \"string\") {\n dialog.innerHTML = template;\n } else { // Assuming it's a detached DOM element.\n dialog.appendChild(template);\n }\n return dialog;\n }\n\n function closeNotification(cm, newVal) {\n if (cm.state.currentNotificationClose)\n cm.state.currentNotificationClose();\n cm.state.currentNotificationClose = newVal;\n }\n\n CodeMirror.defineExtension(\"openDialog\", function(template, callback, options) {\n closeNotification(this, null);\n var dialog = dialogDiv(this, template, options && options.bottom);\n var closed = false, me = this;\n function close() {\n if (closed) return;\n closed = true;\n dialog.parentNode.removeChild(dialog);\n }\n var inp = dialog.getElementsByTagName(\"input\")[0], button;\n if (inp) {\n if (options && options.value) inp.value = options.value;\n CodeMirror.on(inp, \"keydown\", function(e) {\n if (options && options.onKeyDown && options.onKeyDown(e, inp.value, close)) { return; }\n if (e.keyCode == 13 || e.keyCode == 27) {\n inp.blur();\n CodeMirror.e_stop(e);\n close();\n me.focus();\n if (e.keyCode == 13) callback(inp.value);\n }\n });\n if (options && options.onKeyUp) {\n CodeMirror.on(inp, \"keyup\", function(e) {options.onKeyUp(e, inp.value, close);});\n }\n if (options && options.value) inp.value = options.value;\n inp.focus();\n CodeMirror.on(inp, \"blur\", close);\n } else if (button = dialog.getElementsByTagName(\"button\")[0]) {\n CodeMirror.on(button, \"click\", function() {\n close();\n me.focus();\n });\n button.focus();\n CodeMirror.on(button, \"blur\", close);\n }\n return close;\n });\n\n CodeMirror.defineExtension(\"openConfirm\", function(template, callbacks, options) {\n closeNotification(this, null);\n var dialog = dialogDiv(this, template, options && options.bottom);\n var buttons = dialog.getElementsByTagName(\"button\");\n var closed = false, me = this, blurring = 1;\n function close() {\n if (closed) return;\n closed = true;\n dialog.parentNode.removeChild(dialog);\n me.focus();\n }\n buttons[0].focus();\n for (var i = 0; i < buttons.length; ++i) {\n var b = buttons[i];\n (function(callback) {\n CodeMirror.on(b, \"click\", function(e) {\n CodeMirror.e_preventDefault(e);\n close();\n if (callback) callback(me);\n });\n })(callbacks[i]);\n CodeMirror.on(b, \"blur\", function() {\n --blurring;\n setTimeout(function() { if (blurring <= 0) close(); }, 200);\n });\n CodeMirror.on(b, \"focus\", function() { ++blurring; });\n }\n });\n\n /*\n * openNotification\n * Opens a notification, that can be closed with an optional timer\n * (default 5000ms timer) and always closes on click.\n *\n * If a notification is opened while another is opened, it will close the\n * currently opened one and open the new one immediately.\n */\n CodeMirror.defineExtension(\"openNotification\", function(template, options) {\n closeNotification(this, close);\n var dialog = dialogDiv(this, template, options && options.bottom);\n var duration = options && (options.duration === undefined ? 5000 : options.duration);\n var closed = false, doneTimer;\n\n function close() {\n if (closed) return;\n closed = true;\n clearTimeout(doneTimer);\n dialog.parentNode.removeChild(dialog);\n }\n\n CodeMirror.on(dialog, 'click', function(e) {\n CodeMirror.e_preventDefault(e);\n close();\n });\n if (duration)\n doneTimer = setTimeout(close, options.duration);\n });\n});\n"
},
"$:/plugins/tiddlywiki/codemirror/addon/edit/matchbrackets.js": {
"type": "application/javascript",
"title": "$:/plugins/tiddlywiki/codemirror/addon/edit/matchbrackets.js",
"module-type": "library",
"text": "(function(mod) {\n if (typeof exports == \"object\" && typeof module == \"object\") // CommonJS\n mod(require(\"../../lib/codemirror\"));\n else if (typeof define == \"function\" && define.amd) // AMD\n define([\"../../lib/codemirror\"], mod);\n else // Plain browser env\n mod(CodeMirror);\n})(function(CodeMirror) {\n var ie_lt8 = /MSIE \\d/.test(navigator.userAgent) &&\n (document.documentMode == null || document.documentMode < 8);\n\n var Pos = CodeMirror.Pos;\n\n var matching = {\"(\": \")>\", \")\": \"(<\", \"[\": \"]>\", \"]\": \"[<\", \"{\": \"}>\", \"}\": \"{<\"};\n\n function findMatchingBracket(cm, where, strict, config) {\n var line = cm.getLineHandle(where.line), pos = where.ch - 1;\n var match = (pos >= 0 && matching[line.text.charAt(pos)]) || matching[line.text.charAt(++pos)];\n if (!match) return null;\n var dir = match.charAt(1) == \">\" ? 1 : -1;\n if (strict && (dir > 0) != (pos == where.ch)) return null;\n var style = cm.getTokenTypeAt(Pos(where.line, pos + 1));\n\n var found = scanForBracket(cm, Pos(where.line, pos + (dir > 0 ? 1 : 0)), dir, style || null, config);\n if (found == null) return null;\n return {from: Pos(where.line, pos), to: found && found.pos,\n match: found && found.ch == match.charAt(0), forward: dir > 0};\n }\n\n // bracketRegex is used to specify which type of bracket to scan\n // should be a regexp, e.g. /[[\\]]/\n //\n // Note: If \"where\" is on an open bracket, then this bracket is ignored.\n //\n // Returns false when no bracket was found, null when it reached\n // maxScanLines and gave up\n function scanForBracket(cm, where, dir, style, config) {\n var maxScanLen = (config && config.maxScanLineLength) || 10000;\n var maxScanLines = (config && config.maxScanLines) || 1000;\n\n var stack = [];\n var re = config && config.bracketRegex ? config.bracketRegex : /[(){}[\\]]/;\n var lineEnd = dir > 0 ? Math.min(where.line + maxScanLines, cm.lastLine() + 1)\n : Math.max(cm.firstLine() - 1, where.line - maxScanLines);\n for (var lineNo = where.line; lineNo != lineEnd; lineNo += dir) {\n var line = cm.getLine(lineNo);\n if (!line) continue;\n var pos = dir > 0 ? 0 : line.length - 1, end = dir > 0 ? line.length : -1;\n if (line.length > maxScanLen) continue;\n if (lineNo == where.line) pos = where.ch - (dir < 0 ? 1 : 0);\n for (; pos != end; pos += dir) {\n var ch = line.charAt(pos);\n if (re.test(ch) && (style === undefined || cm.getTokenTypeAt(Pos(lineNo, pos + 1)) == style)) {\n var match = matching[ch];\n if ((match.charAt(1) == \">\") == (dir > 0)) stack.push(ch);\n else if (!stack.length) return {pos: Pos(lineNo, pos), ch: ch};\n else stack.pop();\n }\n }\n }\n return lineNo - dir == (dir > 0 ? cm.lastLine() : cm.firstLine()) ? false : null;\n }\n\n function matchBrackets(cm, autoclear, config) {\n // Disable brace matching in long lines, since it'll cause hugely slow updates\n var maxHighlightLen = cm.state.matchBrackets.maxHighlightLineLength || 1000;\n var marks = [], ranges = cm.listSelections();\n for (var i = 0; i < ranges.length; i++) {\n var match = ranges[i].empty() && findMatchingBracket(cm, ranges[i].head, false, config);\n if (match && cm.getLine(match.from.line).length <= maxHighlightLen) {\n var style = match.match ? \"CodeMirror-matchingbracket\" : \"CodeMirror-nonmatchingbracket\";\n marks.push(cm.markText(match.from, Pos(match.from.line, match.from.ch + 1), {className: style}));\n if (match.to && cm.getLine(match.to.line).length <= maxHighlightLen)\n marks.push(cm.markText(match.to, Pos(match.to.line, match.to.ch + 1), {className: style}));\n }\n }\n\n if (marks.length) {\n // Kludge to work around the IE bug from issue #1193, where text\n // input stops going to the textare whever this fires.\n if (ie_lt8 && cm.state.focused) cm.display.input.focus();\n\n var clear = function() {\n cm.operation(function() {\n for (var i = 0; i < marks.length; i++) marks[i].clear();\n });\n };\n if (autoclear) setTimeout(clear, 800);\n else return clear;\n }\n }\n\n var currentlyHighlighted = null;\n function doMatchBrackets(cm) {\n cm.operation(function() {\n if (currentlyHighlighted) {currentlyHighlighted(); currentlyHighlighted = null;}\n currentlyHighlighted = matchBrackets(cm, false, cm.state.matchBrackets);\n });\n }\n\n CodeMirror.defineOption(\"matchBrackets\", false, function(cm, val, old) {\n if (old && old != CodeMirror.Init)\n cm.off(\"cursorActivity\", doMatchBrackets);\n if (val) {\n cm.state.matchBrackets = typeof val == \"object\" ? val : {};\n cm.on(\"cursorActivity\", doMatchBrackets);\n }\n });\n\n CodeMirror.defineExtension(\"matchBrackets\", function() {matchBrackets(this, true);});\n CodeMirror.defineExtension(\"findMatchingBracket\", function(pos, strict, config){\n return findMatchingBracket(this, pos, strict, config);\n });\n CodeMirror.defineExtension(\"scanForBracket\", function(pos, dir, style, config){\n return scanForBracket(this, pos, dir, style, config);\n });\n});\n"
},
"$:/plugins/tiddlywiki/codemirror/addon/search/searchcursor.js": {
"type": "application/javascript",
"title": "$:/plugins/tiddlywiki/codemirror/addon/search/searchcursor.js",
"module-type": "library",
"text": "(function(mod) {\n if (typeof exports == \"object\" && typeof module == \"object\") // CommonJS\n mod(require(\"../../lib/codemirror\"));\n else if (typeof define == \"function\" && define.amd) // AMD\n define([\"../../lib/codemirror\"], mod);\n else // Plain browser env\n mod(CodeMirror);\n})(function(CodeMirror) {\n \"use strict\";\n var Pos = CodeMirror.Pos;\n\n function SearchCursor(doc, query, pos, caseFold) {\n this.atOccurrence = false; this.doc = doc;\n if (caseFold == null && typeof query == \"string\") caseFold = false;\n\n pos = pos ? doc.clipPos(pos) : Pos(0, 0);\n this.pos = {from: pos, to: pos};\n\n // The matches method is filled in based on the type of query.\n // It takes a position and a direction, and returns an object\n // describing the next occurrence of the query, or null if no\n // more matches were found.\n if (typeof query != \"string\") { // Regexp match\n if (!query.global) query = new RegExp(query.source, query.ignoreCase ? \"ig\" : \"g\");\n this.matches = function(reverse, pos) {\n if (reverse) {\n query.lastIndex = 0;\n var line = doc.getLine(pos.line).slice(0, pos.ch), cutOff = 0, match, start;\n for (;;) {\n query.lastIndex = cutOff;\n var newMatch = query.exec(line);\n if (!newMatch) break;\n match = newMatch;\n start = match.index;\n cutOff = match.index + (match[0].length || 1);\n if (cutOff == line.length) break;\n }\n var matchLen = (match && match[0].length) || 0;\n if (!matchLen) {\n if (start == 0 && line.length == 0) {match = undefined;}\n else if (start != doc.getLine(pos.line).length) {\n matchLen++;\n }\n }\n } else {\n query.lastIndex = pos.ch;\n var line = doc.getLine(pos.line), match = query.exec(line);\n var matchLen = (match && match[0].length) || 0;\n var start = match && match.index;\n if (start + matchLen != line.length && !matchLen) matchLen = 1;\n }\n if (match && matchLen)\n return {from: Pos(pos.line, start),\n to: Pos(pos.line, start + matchLen),\n match: match};\n };\n } else { // String query\n var origQuery = query;\n if (caseFold) query = query.toLowerCase();\n var fold = caseFold ? function(str){return str.toLowerCase();} : function(str){return str;};\n var target = query.split(\"\\n\");\n // Different methods for single-line and multi-line queries\n if (target.length == 1) {\n if (!query.length) {\n // Empty string would match anything and never progress, so\n // we define it to match nothing instead.\n this.matches = function() {};\n } else {\n this.matches = function(reverse, pos) {\n if (reverse) {\n var orig = doc.getLine(pos.line).slice(0, pos.ch), line = fold(orig);\n var match = line.lastIndexOf(query);\n if (match > -1) {\n match = adjustPos(orig, line, match);\n return {from: Pos(pos.line, match), to: Pos(pos.line, match + origQuery.length)};\n }\n } else {\n var orig = doc.getLine(pos.line).slice(pos.ch), line = fold(orig);\n var match = line.indexOf(query);\n if (match > -1) {\n match = adjustPos(orig, line, match) + pos.ch;\n return {from: Pos(pos.line, match), to: Pos(pos.line, match + origQuery.length)};\n }\n }\n };\n }\n } else {\n var origTarget = origQuery.split(\"\\n\");\n this.matches = function(reverse, pos) {\n var last = target.length - 1;\n if (reverse) {\n if (pos.line - (target.length - 1) < doc.firstLine()) return;\n if (fold(doc.getLine(pos.line).slice(0, origTarget[last].length)) != target[target.length - 1]) return;\n var to = Pos(pos.line, origTarget[last].length);\n for (var ln = pos.line - 1, i = last - 1; i >= 1; --i, --ln)\n if (target[i] != fold(doc.getLine(ln))) return;\n var line = doc.getLine(ln), cut = line.length - origTarget[0].length;\n if (fold(line.slice(cut)) != target[0]) return;\n return {from: Pos(ln, cut), to: to};\n } else {\n if (pos.line + (target.length - 1) > doc.lastLine()) return;\n var line = doc.getLine(pos.line), cut = line.length - origTarget[0].length;\n if (fold(line.slice(cut)) != target[0]) return;\n var from = Pos(pos.line, cut);\n for (var ln = pos.line + 1, i = 1; i < last; ++i, ++ln)\n if (target[i] != fold(doc.getLine(ln))) return;\n if (doc.getLine(ln).slice(0, origTarget[last].length) != target[last]) return;\n return {from: from, to: Pos(ln, origTarget[last].length)};\n }\n };\n }\n }\n }\n\n SearchCursor.prototype = {\n findNext: function() {return this.find(false);},\n findPrevious: function() {return this.find(true);},\n\n find: function(reverse) {\n var self = this, pos = this.doc.clipPos(reverse ? this.pos.from : this.pos.to);\n function savePosAndFail(line) {\n var pos = Pos(line, 0);\n self.pos = {from: pos, to: pos};\n self.atOccurrence = false;\n return false;\n }\n\n for (;;) {\n if (this.pos = this.matches(reverse, pos)) {\n this.atOccurrence = true;\n return this.pos.match || true;\n }\n if (reverse) {\n if (!pos.line) return savePosAndFail(0);\n pos = Pos(pos.line-1, this.doc.getLine(pos.line-1).length);\n }\n else {\n var maxLine = this.doc.lineCount();\n if (pos.line == maxLine - 1) return savePosAndFail(maxLine);\n pos = Pos(pos.line + 1, 0);\n }\n }\n },\n\n from: function() {if (this.atOccurrence) return this.pos.from;},\n to: function() {if (this.atOccurrence) return this.pos.to;},\n\n replace: function(newText) {\n if (!this.atOccurrence) return;\n var lines = CodeMirror.splitLines(newText);\n this.doc.replaceRange(lines, this.pos.from, this.pos.to);\n this.pos.to = Pos(this.pos.from.line + lines.length - 1,\n lines[lines.length - 1].length + (lines.length == 1 ? this.pos.from.ch : 0));\n }\n };\n\n // Maps a position in a case-folded line back to a position in the original line\n // (compensating for codepoints increasing in number during folding)\n function adjustPos(orig, folded, pos) {\n if (orig.length == folded.length) return pos;\n for (var pos1 = Math.min(pos, orig.length);;) {\n var len1 = orig.slice(0, pos1).toLowerCase().length;\n if (len1 < pos) ++pos1;\n else if (len1 > pos) --pos1;\n else return pos1;\n }\n }\n\n CodeMirror.defineExtension(\"getSearchCursor\", function(query, pos, caseFold) {\n return new SearchCursor(this.doc, query, pos, caseFold);\n });\n CodeMirror.defineDocExtension(\"getSearchCursor\", function(query, pos, caseFold) {\n return new SearchCursor(this, query, pos, caseFold);\n });\n\n CodeMirror.defineExtension(\"selectMatches\", function(query, caseFold) {\n var ranges = [], next;\n var cur = this.getSearchCursor(query, this.getCursor(\"from\"), caseFold);\n while (next = cur.findNext()) {\n if (CodeMirror.cmpPos(cur.to(), this.getCursor(\"to\")) > 0) break;\n ranges.push({anchor: cur.from(), head: cur.to()});\n }\n if (ranges.length)\n this.setSelections(ranges, 0);\n });\n});\n"
},
"$:/plugins/tiddlywiki/codemirror/mode/javascript/javascript.js": {
"type": "application/javascript",
"title": "$:/plugins/tiddlywiki/codemirror/mode/javascript/javascript.js",
"module-type": "library",
"text": "// TODO actually recognize syntax of TypeScript constructs\n\n(function(mod) {\n if (typeof exports == \"object\" && typeof module == \"object\") // CommonJS\n mod(require(\"../../lib/codemirror\"));\n else if (typeof define == \"function\" && define.amd) // AMD\n define([\"../../lib/codemirror\"], mod);\n else // Plain browser env\n mod(CodeMirror);\n})(function(CodeMirror) {\n\"use strict\";\n\nCodeMirror.defineMode(\"javascript\", function(config, parserConfig) {\n var indentUnit = config.indentUnit;\n var statementIndent = parserConfig.statementIndent;\n var jsonldMode = parserConfig.jsonld;\n var jsonMode = parserConfig.json || jsonldMode;\n var isTS = parserConfig.typescript;\n\n // Tokenizer\n\n var keywords = function(){\n function kw(type) {return {type: type, style: \"keyword\"};}\n var A = kw(\"keyword a\"), B = kw(\"keyword b\"), C = kw(\"keyword c\");\n var operator = kw(\"operator\"), atom = {type: \"atom\", style: \"atom\"};\n\n var jsKeywords = {\n \"if\": kw(\"if\"), \"while\": A, \"with\": A, \"else\": B, \"do\": B, \"try\": B, \"finally\": B,\n \"return\": C, \"break\": C, \"continue\": C, \"new\": C, \"delete\": C, \"throw\": C, \"debugger\": C,\n \"var\": kw(\"var\"), \"const\": kw(\"var\"), \"let\": kw(\"var\"),\n \"function\": kw(\"function\"), \"catch\": kw(\"catch\"),\n \"for\": kw(\"for\"), \"switch\": kw(\"switch\"), \"case\": kw(\"case\"), \"default\": kw(\"default\"),\n \"in\": operator, \"typeof\": operator, \"instanceof\": operator,\n \"true\": atom, \"false\": atom, \"null\": atom, \"undefined\": atom, \"NaN\": atom, \"Infinity\": atom,\n \"this\": kw(\"this\"), \"module\": kw(\"module\"), \"class\": kw(\"class\"), \"super\": kw(\"atom\"),\n \"yield\": C, \"export\": kw(\"export\"), \"import\": kw(\"import\"), \"extends\": C\n };\n\n // Extend the 'normal' keywords with the TypeScript language extensions\n if (isTS) {\n var type = {type: \"variable\", style: \"variable-3\"};\n var tsKeywords = {\n // object-like things\n \"interface\": kw(\"interface\"),\n \"extends\": kw(\"extends\"),\n \"constructor\": kw(\"constructor\"),\n\n // scope modifiers\n \"public\": kw(\"public\"),\n \"private\": kw(\"private\"),\n \"protected\": kw(\"protected\"),\n \"static\": kw(\"static\"),\n\n // types\n \"string\": type, \"number\": type, \"bool\": type, \"any\": type\n };\n\n for (var attr in tsKeywords) {\n jsKeywords[attr] = tsKeywords[attr];\n }\n }\n\n return jsKeywords;\n }();\n\n var isOperatorChar = /[+\\-*&%=<>!?|~^]/;\n var isJsonldKeyword = /^@(context|id|value|language|type|container|list|set|reverse|index|base|vocab|graph)\"/;\n\n function readRegexp(stream) {\n var escaped = false, next, inSet = false;\n while ((next = stream.next()) != null) {\n if (!escaped) {\n if (next == \"/\" && !inSet) return;\n if (next == \"[\") inSet = true;\n else if (inSet && next == \"]\") inSet = false;\n }\n escaped = !escaped && next == \"\\\\\";\n }\n }\n\n // Used as scratch variables to communicate multiple values without\n // consing up tons of objects.\n var type, content;\n function ret(tp, style, cont) {\n type = tp; content = cont;\n return style;\n }\n function tokenBase(stream, state) {\n var ch = stream.next();\n if (ch == '\"' || ch == \"'\") {\n state.tokenize = tokenString(ch);\n return state.tokenize(stream, state);\n } else if (ch == \".\" && stream.match(/^\\d+(?:[eE][+\\-]?\\d+)?/)) {\n return ret(\"number\", \"number\");\n } else if (ch == \".\" && stream.match(\"..\")) {\n return ret(\"spread\", \"meta\");\n } else if (/[\\[\\]{}\\(\\),;\\:\\.]/.test(ch)) {\n return ret(ch);\n } else if (ch == \"=\" && stream.eat(\">\")) {\n return ret(\"=>\", \"operator\");\n } else if (ch == \"0\" && stream.eat(/x/i)) {\n stream.eatWhile(/[\\da-f]/i);\n return ret(\"number\", \"number\");\n } else if (/\\d/.test(ch)) {\n stream.match(/^\\d*(?:\\.\\d*)?(?:[eE][+\\-]?\\d+)?/);\n return ret(\"number\", \"number\");\n } else if (ch == \"/\") {\n if (stream.eat(\"*\")) {\n state.tokenize = tokenComment;\n return tokenComment(stream, state);\n } else if (stream.eat(\"/\")) {\n stream.skipToEnd();\n return ret(\"comment\", \"comment\");\n } else if (state.lastType == \"operator\" || state.lastType == \"keyword c\" ||\n state.lastType == \"sof\" || /^[\\[{}\\(,;:]$/.test(state.lastType)) {\n readRegexp(stream);\n stream.eatWhile(/[gimy]/); // 'y' is \"sticky\" option in Mozilla\n return ret(\"regexp\", \"string-2\");\n } else {\n stream.eatWhile(isOperatorChar);\n return ret(\"operator\", \"operator\", stream.current());\n }\n } else if (ch == \"`\") {\n state.tokenize = tokenQuasi;\n return tokenQuasi(stream, state);\n } else if (ch == \"#\") {\n stream.skipToEnd();\n return ret(\"error\", \"error\");\n } else if (isOperatorChar.test(ch)) {\n stream.eatWhile(isOperatorChar);\n return ret(\"operator\", \"operator\", stream.current());\n } else {\n stream.eatWhile(/[\\w\\$_]/);\n var word = stream.current(), known = keywords.propertyIsEnumerable(word) && keywords[word];\n return (known && state.lastType != \".\") ? ret(known.type, known.style, word) :\n ret(\"variable\", \"variable\", word);\n }\n }\n\n function tokenString(quote) {\n return function(stream, state) {\n var escaped = false, next;\n if (jsonldMode && stream.peek() == \"@\" && stream.match(isJsonldKeyword)){\n state.tokenize = tokenBase;\n return ret(\"jsonld-keyword\", \"meta\");\n }\n while ((next = stream.next()) != null) {\n if (next == quote && !escaped) break;\n escaped = !escaped && next == \"\\\\\";\n }\n if (!escaped) state.tokenize = tokenBase;\n return ret(\"string\", \"string\");\n };\n }\n\n function tokenComment(stream, state) {\n var maybeEnd = false, ch;\n while (ch = stream.next()) {\n if (ch == \"/\" && maybeEnd) {\n state.tokenize = tokenBase;\n break;\n }\n maybeEnd = (ch == \"*\");\n }\n return ret(\"comment\", \"comment\");\n }\n\n function tokenQuasi(stream, state) {\n var escaped = false, next;\n while ((next = stream.next()) != null) {\n if (!escaped && (next == \"`\" || next == \"$\" && stream.eat(\"{\"))) {\n state.tokenize = tokenBase;\n break;\n }\n escaped = !escaped && next == \"\\\\\";\n }\n return ret(\"quasi\", \"string-2\", stream.current());\n }\n\n var brackets = \"([{}])\";\n // This is a crude lookahead trick to try and notice that we're\n // parsing the argument patterns for a fat-arrow function before we\n // actually hit the arrow token. It only works if the arrow is on\n // the same line as the arguments and there's no strange noise\n // (comments) in between. Fallback is to only notice when we hit the\n // arrow, and not declare the arguments as locals for the arrow\n // body.\n function findFatArrow(stream, state) {\n if (state.fatArrowAt) state.fatArrowAt = null;\n var arrow = stream.string.indexOf(\"=>\", stream.start);\n if (arrow < 0) return;\n\n var depth = 0, sawSomething = false;\n for (var pos = arrow - 1; pos >= 0; --pos) {\n var ch = stream.string.charAt(pos);\n var bracket = brackets.indexOf(ch);\n if (bracket >= 0 && bracket < 3) {\n if (!depth) { ++pos; break; }\n if (--depth == 0) break;\n } else if (bracket >= 3 && bracket < 6) {\n ++depth;\n } else if (/[$\\w]/.test(ch)) {\n sawSomething = true;\n } else if (sawSomething && !depth) {\n ++pos;\n break;\n }\n }\n if (sawSomething && !depth) state.fatArrowAt = pos;\n }\n\n // Parser\n\n var atomicTypes = {\"atom\": true, \"number\": true, \"variable\": true, \"string\": true, \"regexp\": true, \"this\": true, \"jsonld-keyword\": true};\n\n function JSLexical(indented, column, type, align, prev, info) {\n this.indented = indented;\n this.column = column;\n this.type = type;\n this.prev = prev;\n this.info = info;\n if (align != null) this.align = align;\n }\n\n function inScope(state, varname) {\n for (var v = state.localVars; v; v = v.next)\n if (v.name == varname) return true;\n for (var cx = state.context; cx; cx = cx.prev) {\n for (var v = cx.vars; v; v = v.next)\n if (v.name == varname) return true;\n }\n }\n\n function parseJS(state, style, type, content, stream) {\n var cc = state.cc;\n // Communicate our context to the combinators.\n // (Less wasteful than consing up a hundred closures on every call.)\n cx.state = state; cx.stream = stream; cx.marked = null, cx.cc = cc;\n\n if (!state.lexical.hasOwnProperty(\"align\"))\n state.lexical.align = true;\n\n while(true) {\n var combinator = cc.length ? cc.pop() : jsonMode ? expression : statement;\n if (combinator(type, content)) {\n while(cc.length && cc[cc.length - 1].lex)\n cc.pop()();\n if (cx.marked) return cx.marked;\n if (type == \"variable\" && inScope(state, content)) return \"variable-2\";\n return style;\n }\n }\n }\n\n // Combinator utils\n\n var cx = {state: null, column: null, marked: null, cc: null};\n function pass() {\n for (var i = arguments.length - 1; i >= 0; i--) cx.cc.push(arguments[i]);\n }\n function cont() {\n pass.apply(null, arguments);\n return true;\n }\n function register(varname) {\n function inList(list) {\n for (var v = list; v; v = v.next)\n if (v.name == varname) return true;\n return false;\n }\n var state = cx.state;\n if (state.context) {\n cx.marked = \"def\";\n if (inList(state.localVars)) return;\n state.localVars = {name: varname, next: state.localVars};\n } else {\n if (inList(state.globalVars)) return;\n if (parserConfig.globalVars)\n state.globalVars = {name: varname, next: state.globalVars};\n }\n }\n\n // Combinators\n\n var defaultVars = {name: \"this\", next: {name: \"arguments\"}};\n function pushcontext() {\n cx.state.context = {prev: cx.state.context, vars: cx.state.localVars};\n cx.state.localVars = defaultVars;\n }\n function popcontext() {\n cx.state.localVars = cx.state.context.vars;\n cx.state.context = cx.state.context.prev;\n }\n function pushlex(type, info) {\n var result = function() {\n var state = cx.state, indent = state.indented;\n if (state.lexical.type == \"stat\") indent = state.lexical.indented;\n state.lexical = new JSLexical(indent, cx.stream.column(), type, null, state.lexical, info);\n };\n result.lex = true;\n return result;\n }\n function poplex() {\n var state = cx.state;\n if (state.lexical.prev) {\n if (state.lexical.type == \")\")\n state.indented = state.lexical.indented;\n state.lexical = state.lexical.prev;\n }\n }\n poplex.lex = true;\n\n function expect(wanted) {\n function exp(type) {\n if (type == wanted) return cont();\n else if (wanted == \";\") return pass();\n else return cont(exp);\n };\n return exp;\n }\n\n function statement(type, value) {\n if (type == \"var\") return cont(pushlex(\"vardef\", value.length), vardef, expect(\";\"), poplex);\n if (type == \"keyword a\") return cont(pushlex(\"form\"), expression, statement, poplex);\n if (type == \"keyword b\") return cont(pushlex(\"form\"), statement, poplex);\n if (type == \"{\") return cont(pushlex(\"}\"), block, poplex);\n if (type == \";\") return cont();\n if (type == \"if\") {\n if (cx.state.lexical.info == \"else\" && cx.state.cc[cx.state.cc.length - 1] == poplex)\n cx.state.cc.pop()();\n return cont(pushlex(\"form\"), expression, statement, poplex, maybeelse);\n }\n if (type == \"function\") return cont(functiondef);\n if (type == \"for\") return cont(pushlex(\"form\"), forspec, statement, poplex);\n if (type == \"variable\") return cont(pushlex(\"stat\"), maybelabel);\n if (type == \"switch\") return cont(pushlex(\"form\"), expression, pushlex(\"}\", \"switch\"), expect(\"{\"),\n block, poplex, poplex);\n if (type == \"case\") return cont(expression, expect(\":\"));\n if (type == \"default\") return cont(expect(\":\"));\n if (type == \"catch\") return cont(pushlex(\"form\"), pushcontext, expect(\"(\"), funarg, expect(\")\"),\n statement, poplex, popcontext);\n if (type == \"module\") return cont(pushlex(\"form\"), pushcontext, afterModule, popcontext, poplex);\n if (type == \"class\") return cont(pushlex(\"form\"), className, objlit, poplex);\n if (type == \"export\") return cont(pushlex(\"form\"), afterExport, poplex);\n if (type == \"import\") return cont(pushlex(\"form\"), afterImport, poplex);\n return pass(pushlex(\"stat\"), expression, expect(\";\"), poplex);\n }\n function expression(type) {\n return expressionInner(type, false);\n }\n function expressionNoComma(type) {\n return expressionInner(type, true);\n }\n function expressionInner(type, noComma) {\n if (cx.state.fatArrowAt == cx.stream.start) {\n var body = noComma ? arrowBodyNoComma : arrowBody;\n if (type == \"(\") return cont(pushcontext, pushlex(\")\"), commasep(pattern, \")\"), poplex, expect(\"=>\"), body, popcontext);\n else if (type == \"variable\") return pass(pushcontext, pattern, expect(\"=>\"), body, popcontext);\n }\n\n var maybeop = noComma ? maybeoperatorNoComma : maybeoperatorComma;\n if (atomicTypes.hasOwnProperty(type)) return cont(maybeop);\n if (type == \"function\") return cont(functiondef, maybeop);\n if (type == \"keyword c\") return cont(noComma ? maybeexpressionNoComma : maybeexpression);\n if (type == \"(\") return cont(pushlex(\")\"), maybeexpression, comprehension, expect(\")\"), poplex, maybeop);\n if (type == \"operator\" || type == \"spread\") return cont(noComma ? expressionNoComma : expression);\n if (type == \"[\") return cont(pushlex(\"]\"), arrayLiteral, poplex, maybeop);\n if (type == \"{\") return contCommasep(objprop, \"}\", null, maybeop);\n if (type == \"quasi\") { return pass(quasi, maybeop); }\n return cont();\n }\n function maybeexpression(type) {\n if (type.match(/[;\\}\\)\\],]/)) return pass();\n return pass(expression);\n }\n function maybeexpressionNoComma(type) {\n if (type.match(/[;\\}\\)\\],]/)) return pass();\n return pass(expressionNoComma);\n }\n\n function maybeoperatorComma(type, value) {\n if (type == \",\") return cont(expression);\n return maybeoperatorNoComma(type, value, false);\n }\n function maybeoperatorNoComma(type, value, noComma) {\n var me = noComma == false ? maybeoperatorComma : maybeoperatorNoComma;\n var expr = noComma == false ? expression : expressionNoComma;\n if (value == \"=>\") return cont(pushcontext, noComma ? arrowBodyNoComma : arrowBody, popcontext);\n if (type == \"operator\") {\n if (/\\+\\+|--/.test(value)) return cont(me);\n if (value == \"?\") return cont(expression, expect(\":\"), expr);\n return cont(expr);\n }\n if (type == \"quasi\") { return pass(quasi, me); }\n if (type == \";\") return;\n if (type == \"(\") return contCommasep(expressionNoComma, \")\", \"call\", me);\n if (type == \".\") return cont(property, me);\n if (type == \"[\") return cont(pushlex(\"]\"), maybeexpression, expect(\"]\"), poplex, me);\n }\n function quasi(type, value) {\n if (type != \"quasi\") return pass();\n if (value.slice(value.length - 2) != \"${\") return cont(quasi);\n return cont(expression, continueQuasi);\n }\n function continueQuasi(type) {\n if (type == \"}\") {\n cx.marked = \"string-2\";\n cx.state.tokenize = tokenQuasi;\n return cont(quasi);\n }\n }\n function arrowBody(type) {\n findFatArrow(cx.stream, cx.state);\n if (type == \"{\") return pass(statement);\n return pass(expression);\n }\n function arrowBodyNoComma(type) {\n findFatArrow(cx.stream, cx.state);\n if (type == \"{\") return pass(statement);\n return pass(expressionNoComma);\n }\n function maybelabel(type) {\n if (type == \":\") return cont(poplex, statement);\n return pass(maybeoperatorComma, expect(\";\"), poplex);\n }\n function property(type) {\n if (type == \"variable\") {cx.marked = \"property\"; return cont();}\n }\n function objprop(type, value) {\n if (type == \"variable\") {\n cx.marked = \"property\";\n if (value == \"get\" || value == \"set\") return cont(getterSetter);\n } else if (type == \"number\" || type == \"string\") {\n cx.marked = jsonldMode ? \"property\" : (type + \" property\");\n } else if (type == \"[\") {\n return cont(expression, expect(\"]\"), afterprop);\n }\n if (atomicTypes.hasOwnProperty(type)) return cont(afterprop);\n }\n function getterSetter(type) {\n if (type != \"variable\") return pass(afterprop);\n cx.marked = \"property\";\n return cont(functiondef);\n }\n function afterprop(type) {\n if (type == \":\") return cont(expressionNoComma);\n if (type == \"(\") return pass(functiondef);\n }\n function commasep(what, end) {\n function proceed(type) {\n if (type == \",\") {\n var lex = cx.state.lexical;\n if (lex.info == \"call\") lex.pos = (lex.pos || 0) + 1;\n return cont(what, proceed);\n }\n if (type == end) return cont();\n return cont(expect(end));\n }\n return function(type) {\n if (type == end) return cont();\n return pass(what, proceed);\n };\n }\n function contCommasep(what, end, info) {\n for (var i = 3; i < arguments.length; i++)\n cx.cc.push(arguments[i]);\n return cont(pushlex(end, info), commasep(what, end), poplex);\n }\n function block(type) {\n if (type == \"}\") return cont();\n return pass(statement, block);\n }\n function maybetype(type) {\n if (isTS && type == \":\") return cont(typedef);\n }\n function typedef(type) {\n if (type == \"variable\"){cx.marked = \"variable-3\"; return cont();}\n }\n function vardef() {\n return pass(pattern, maybetype, maybeAssign, vardefCont);\n }\n function pattern(type, value) {\n if (type == \"variable\") { register(value); return cont(); }\n if (type == \"[\") return contCommasep(pattern, \"]\");\n if (type == \"{\") return contCommasep(proppattern, \"}\");\n }\n function proppattern(type, value) {\n if (type == \"variable\" && !cx.stream.match(/^\\s*:/, false)) {\n register(value);\n return cont(maybeAssign);\n }\n if (type == \"variable\") cx.marked = \"property\";\n return cont(expect(\":\"), pattern, maybeAssign);\n }\n function maybeAssign(_type, value) {\n if (value == \"=\") return cont(expressionNoComma);\n }\n function vardefCont(type) {\n if (type == \",\") return cont(vardef);\n }\n function maybeelse(type, value) {\n if (type == \"keyword b\" && value == \"else\") return cont(pushlex(\"form\", \"else\"), statement, poplex);\n }\n function forspec(type) {\n if (type == \"(\") return cont(pushlex(\")\"), forspec1, expect(\")\"), poplex);\n }\n function forspec1(type) {\n if (type == \"var\") return cont(vardef, expect(\";\"), forspec2);\n if (type == \";\") return cont(forspec2);\n if (type == \"variable\") return cont(formaybeinof);\n return pass(expression, expect(\";\"), forspec2);\n }\n function formaybeinof(_type, value) {\n if (value == \"in\" || value == \"of\") { cx.marked = \"keyword\"; return cont(expression); }\n return cont(maybeoperatorComma, forspec2);\n }\n function forspec2(type, value) {\n if (type == \";\") return cont(forspec3);\n if (value == \"in\" || value == \"of\") { cx.marked = \"keyword\"; return cont(expression); }\n return pass(expression, expect(\";\"), forspec3);\n }\n function forspec3(type) {\n if (type != \")\") cont(expression);\n }\n function functiondef(type, value) {\n if (value == \"*\") {cx.marked = \"keyword\"; return cont(functiondef);}\n if (type == \"variable\") {register(value); return cont(functiondef);}\n if (type == \"(\") return cont(pushcontext, pushlex(\")\"), commasep(funarg, \")\"), poplex, statement, popcontext);\n }\n function funarg(type) {\n if (type == \"spread\") return cont(funarg);\n return pass(pattern, maybetype);\n }\n function className(type, value) {\n if (type == \"variable\") {register(value); return cont(classNameAfter);}\n }\n function classNameAfter(_type, value) {\n if (value == \"extends\") return cont(expression);\n }\n function objlit(type) {\n if (type == \"{\") return contCommasep(objprop, \"}\");\n }\n function afterModule(type, value) {\n if (type == \"string\") return cont(statement);\n if (type == \"variable\") { register(value); return cont(maybeFrom); }\n }\n function afterExport(_type, value) {\n if (value == \"*\") { cx.marked = \"keyword\"; return cont(maybeFrom, expect(\";\")); }\n if (value == \"default\") { cx.marked = \"keyword\"; return cont(expression, expect(\";\")); }\n return pass(statement);\n }\n function afterImport(type) {\n if (type == \"string\") return cont();\n return pass(importSpec, maybeFrom);\n }\n function importSpec(type, value) {\n if (type == \"{\") return contCommasep(importSpec, \"}\");\n if (type == \"variable\") register(value);\n return cont();\n }\n function maybeFrom(_type, value) {\n if (value == \"from\") { cx.marked = \"keyword\"; return cont(expression); }\n }\n function arrayLiteral(type) {\n if (type == \"]\") return cont();\n return pass(expressionNoComma, maybeArrayComprehension);\n }\n function maybeArrayComprehension(type) {\n if (type == \"for\") return pass(comprehension, expect(\"]\"));\n if (type == \",\") return cont(commasep(expressionNoComma, \"]\"));\n return pass(commasep(expressionNoComma, \"]\"));\n }\n function comprehension(type) {\n if (type == \"for\") return cont(forspec, comprehension);\n if (type == \"if\") return cont(expression, comprehension);\n }\n\n // Interface\n\n return {\n startState: function(basecolumn) {\n var state = {\n tokenize: tokenBase,\n lastType: \"sof\",\n cc: [],\n lexical: new JSLexical((basecolumn || 0) - indentUnit, 0, \"block\", false),\n localVars: parserConfig.localVars,\n context: parserConfig.localVars && {vars: parserConfig.localVars},\n indented: 0\n };\n if (parserConfig.globalVars && typeof parserConfig.globalVars == \"object\")\n state.globalVars = parserConfig.globalVars;\n return state;\n },\n\n token: function(stream, state) {\n if (stream.sol()) {\n if (!state.lexical.hasOwnProperty(\"align\"))\n state.lexical.align = false;\n state.indented = stream.indentation();\n findFatArrow(stream, state);\n }\n if (state.tokenize != tokenComment && stream.eatSpace()) return null;\n var style = state.tokenize(stream, state);\n if (type == \"comment\") return style;\n state.lastType = type == \"operator\" && (content == \"++\" || content == \"--\") ? \"incdec\" : type;\n return parseJS(state, style, type, content, stream);\n },\n\n indent: function(state, textAfter) {\n if (state.tokenize == tokenComment) return CodeMirror.Pass;\n if (state.tokenize != tokenBase) return 0;\n var firstChar = textAfter && textAfter.charAt(0), lexical = state.lexical;\n // Kludge to prevent 'maybelse' from blocking lexical scope pops\n if (!/^\\s*else\\b/.test(textAfter)) for (var i = state.cc.length - 1; i >= 0; --i) {\n var c = state.cc[i];\n if (c == poplex) lexical = lexical.prev;\n else if (c != maybeelse) break;\n }\n if (lexical.type == \"stat\" && firstChar == \"}\") lexical = lexical.prev;\n if (statementIndent && lexical.type == \")\" && lexical.prev.type == \"stat\")\n lexical = lexical.prev;\n var type = lexical.type, closing = firstChar == type;\n\n if (type == \"vardef\") return lexical.indented + (state.lastType == \"operator\" || state.lastType == \",\" ? lexical.info + 1 : 0);\n else if (type == \"form\" && firstChar == \"{\") return lexical.indented;\n else if (type == \"form\") return lexical.indented + indentUnit;\n else if (type == \"stat\")\n return lexical.indented + (state.lastType == \"operator\" || state.lastType == \",\" ? statementIndent || indentUnit : 0);\n else if (lexical.info == \"switch\" && !closing && parserConfig.doubleIndentSwitch != false)\n return lexical.indented + (/^(?:case|default)\\b/.test(textAfter) ? indentUnit : 2 * indentUnit);\n else if (lexical.align) return lexical.column + (closing ? 0 : 1);\n else return lexical.indented + (closing ? 0 : indentUnit);\n },\n\n electricChars: \":{}\",\n blockCommentStart: jsonMode ? null : \"/*\",\n blockCommentEnd: jsonMode ? null : \"*/\",\n lineComment: jsonMode ? null : \"//\",\n fold: \"brace\",\n\n helperType: jsonMode ? \"json\" : \"javascript\",\n jsonldMode: jsonldMode,\n jsonMode: jsonMode\n };\n});\n\nCodeMirror.registerHelper(\"wordChars\", \"javascript\", /[\\\\w$]/);\n\nCodeMirror.defineMIME(\"text/javascript\", \"javascript\");\nCodeMirror.defineMIME(\"text/ecmascript\", \"javascript\");\nCodeMirror.defineMIME(\"application/javascript\", \"javascript\");\nCodeMirror.defineMIME(\"application/ecmascript\", \"javascript\");\nCodeMirror.defineMIME(\"application/json\", {name: \"javascript\", json: true});\nCodeMirror.defineMIME(\"application/x-json\", {name: \"javascript\", json: true});\nCodeMirror.defineMIME(\"application/ld+json\", {name: \"javascript\", jsonld: true});\nCodeMirror.defineMIME(\"text/typescript\", { name: \"javascript\", typescript: true });\nCodeMirror.defineMIME(\"application/typescript\", { name: \"javascript\", typescript: true });\n\n});\n"
},
"$:/plugins/tiddlywiki/codemirror/keymap/vim.js": {
"type": "application/javascript",
"title": "$:/plugins/tiddlywiki/codemirror/keymap/vim.js",
"module-type": "library",
"text": "/**\n * Supported keybindings:\n *\n * Motion:\n * h, j, k, l\n * gj, gk\n * e, E, w, W, b, B, ge, gE\n * f<character>, F<character>, t<character>, T<character>\n * $, ^, 0, -, +, _\n * gg, G\n * %\n * '<character>, `<character>\n *\n * Operator:\n * d, y, c\n * dd, yy, cc\n * g~, g~g~\n * >, <, >>, <<\n *\n * Operator-Motion:\n * x, X, D, Y, C, ~\n *\n * Action:\n * a, i, s, A, I, S, o, O\n * zz, z., z<CR>, zt, zb, z-\n * J\n * u, Ctrl-r\n * m<character>\n * r<character>\n *\n * Modes:\n * ESC - leave insert mode, visual mode, and clear input state.\n * Ctrl-[, Ctrl-c - same as ESC.\n *\n * Registers: unnamed, -, a-z, A-Z, 0-9\n * (Does not respect the special case for number registers when delete\n * operator is made with these commands: %, (, ), , /, ?, n, N, {, } )\n * TODO: Implement the remaining registers.\n * Marks: a-z, A-Z, and 0-9\n * TODO: Implement the remaining special marks. They have more complex\n * behavior.\n *\n * Events:\n * 'vim-mode-change' - raised on the editor anytime the current mode changes,\n * Event object: {mode: \"visual\", subMode: \"linewise\"}\n *\n * Code structure:\n * 1. Default keymap\n * 2. Variable declarations and short basic helpers\n * 3. Instance (External API) implementation\n * 4. Internal state tracking objects (input state, counter) implementation\n * and instanstiation\n * 5. Key handler (the main command dispatcher) implementation\n * 6. Motion, operator, and action implementations\n * 7. Helper functions for the key handler, motions, operators, and actions\n * 8. Set up Vim to work as a keymap for CodeMirror.\n */\n\n(function(mod) {\n if (typeof exports == \"object\" && typeof module == \"object\") // CommonJS\n mod(require(\"../lib/codemirror\"), require(\"../addon/search/searchcursor\"), require(\"../addon/dialog/dialog\"), require(\"../addon/edit/matchbrackets.js\"));\n else if (typeof define == \"function\" && define.amd) // AMD\n define([\"../lib/codemirror\", \"../addon/search/searchcursor\", \"../addon/dialog/dialog\", \"../addon/edit/matchbrackets\"], mod);\n else // Plain browser env\n mod(CodeMirror);\n})(function(CodeMirror) {\n 'use strict';\n\n var defaultKeymap = [\n // Key to key mapping. This goes first to make it possible to override\n // existing mappings.\n { keys: ['<Left>'], type: 'keyToKey', toKeys: ['h'] },\n { keys: ['<Right>'], type: 'keyToKey', toKeys: ['l'] },\n { keys: ['<Up>'], type: 'keyToKey', toKeys: ['k'] },\n { keys: ['<Down>'], type: 'keyToKey', toKeys: ['j'] },\n { keys: ['<Space>'], type: 'keyToKey', toKeys: ['l'] },\n { keys: ['<BS>'], type: 'keyToKey', toKeys: ['h'] },\n { keys: ['<C-Space>'], type: 'keyToKey', toKeys: ['W'] },\n { keys: ['<C-BS>'], type: 'keyToKey', toKeys: ['B'] },\n { keys: ['<S-Space>'], type: 'keyToKey', toKeys: ['w'] },\n { keys: ['<S-BS>'], type: 'keyToKey', toKeys: ['b'] },\n { keys: ['<C-n>'], type: 'keyToKey', toKeys: ['j'] },\n { keys: ['<C-p>'], type: 'keyToKey', toKeys: ['k'] },\n { keys: ['<C-[>'], type: 'keyToKey', toKeys: ['<Esc>'] },\n { keys: ['<C-c>'], type: 'keyToKey', toKeys: ['<Esc>'] },\n { keys: ['s'], type: 'keyToKey', toKeys: ['c', 'l'], context: 'normal' },\n { keys: ['s'], type: 'keyToKey', toKeys: ['x', 'i'], context: 'visual'},\n { keys: ['S'], type: 'keyToKey', toKeys: ['c', 'c'], context: 'normal' },\n { keys: ['S'], type: 'keyToKey', toKeys: ['d', 'c', 'c'], context: 'visual' },\n { keys: ['<Home>'], type: 'keyToKey', toKeys: ['0'] },\n { keys: ['<End>'], type: 'keyToKey', toKeys: ['$'] },\n { keys: ['<PageUp>'], type: 'keyToKey', toKeys: ['<C-b>'] },\n { keys: ['<PageDown>'], type: 'keyToKey', toKeys: ['<C-f>'] },\n { keys: ['<CR>'], type: 'keyToKey', toKeys: ['j', '^'], context: 'normal' },\n // Motions\n { keys: ['H'], type: 'motion',\n motion: 'moveToTopLine',\n motionArgs: { linewise: true, toJumplist: true }},\n { keys: ['M'], type: 'motion',\n motion: 'moveToMiddleLine',\n motionArgs: { linewise: true, toJumplist: true }},\n { keys: ['L'], type: 'motion',\n motion: 'moveToBottomLine',\n motionArgs: { linewise: true, toJumplist: true }},\n { keys: ['h'], type: 'motion',\n motion: 'moveByCharacters',\n motionArgs: { forward: false }},\n { keys: ['l'], type: 'motion',\n motion: 'moveByCharacters',\n motionArgs: { forward: true }},\n { keys: ['j'], type: 'motion',\n motion: 'moveByLines',\n motionArgs: { forward: true, linewise: true }},\n { keys: ['k'], type: 'motion',\n motion: 'moveByLines',\n motionArgs: { forward: false, linewise: true }},\n { keys: ['g','j'], type: 'motion',\n motion: 'moveByDisplayLines',\n motionArgs: { forward: true }},\n { keys: ['g','k'], type: 'motion',\n motion: 'moveByDisplayLines',\n motionArgs: { forward: false }},\n { keys: ['w'], type: 'motion',\n motion: 'moveByWords',\n motionArgs: { forward: true, wordEnd: false }},\n { keys: ['W'], type: 'motion',\n motion: 'moveByWords',\n motionArgs: { forward: true, wordEnd: false, bigWord: true }},\n { keys: ['e'], type: 'motion',\n motion: 'moveByWords',\n motionArgs: { forward: true, wordEnd: true, inclusive: true }},\n { keys: ['E'], type: 'motion',\n motion: 'moveByWords',\n motionArgs: { forward: true, wordEnd: true, bigWord: true,\n inclusive: true }},\n { keys: ['b'], type: 'motion',\n motion: 'moveByWords',\n motionArgs: { forward: false, wordEnd: false }},\n { keys: ['B'], type: 'motion',\n motion: 'moveByWords',\n motionArgs: { forward: false, wordEnd: false, bigWord: true }},\n { keys: ['g', 'e'], type: 'motion',\n motion: 'moveByWords',\n motionArgs: { forward: false, wordEnd: true, inclusive: true }},\n { keys: ['g', 'E'], type: 'motion',\n motion: 'moveByWords',\n motionArgs: { forward: false, wordEnd: true, bigWord: true,\n inclusive: true }},\n { keys: ['{'], type: 'motion', motion: 'moveByParagraph',\n motionArgs: { forward: false, toJumplist: true }},\n { keys: ['}'], type: 'motion', motion: 'moveByParagraph',\n motionArgs: { forward: true, toJumplist: true }},\n { keys: ['<C-f>'], type: 'motion',\n motion: 'moveByPage', motionArgs: { forward: true }},\n { keys: ['<C-b>'], type: 'motion',\n motion: 'moveByPage', motionArgs: { forward: false }},\n { keys: ['<C-d>'], type: 'motion',\n motion: 'moveByScroll',\n motionArgs: { forward: true, explicitRepeat: true }},\n { keys: ['<C-u>'], type: 'motion',\n motion: 'moveByScroll',\n motionArgs: { forward: false, explicitRepeat: true }},\n { keys: ['g', 'g'], type: 'motion',\n motion: 'moveToLineOrEdgeOfDocument',\n motionArgs: { forward: false, explicitRepeat: true, linewise: true, toJumplist: true }},\n { keys: ['G'], type: 'motion',\n motion: 'moveToLineOrEdgeOfDocument',\n motionArgs: { forward: true, explicitRepeat: true, linewise: true, toJumplist: true }},\n { keys: ['0'], type: 'motion', motion: 'moveToStartOfLine' },\n { keys: ['^'], type: 'motion',\n motion: 'moveToFirstNonWhiteSpaceCharacter' },\n { keys: ['+'], type: 'motion',\n motion: 'moveByLines',\n motionArgs: { forward: true, toFirstChar:true }},\n { keys: ['-'], type: 'motion',\n motion: 'moveByLines',\n motionArgs: { forward: false, toFirstChar:true }},\n { keys: ['_'], type: 'motion',\n motion: 'moveByLines',\n motionArgs: { forward: true, toFirstChar:true, repeatOffset:-1 }},\n { keys: ['$'], type: 'motion',\n motion: 'moveToEol',\n motionArgs: { inclusive: true }},\n { keys: ['%'], type: 'motion',\n motion: 'moveToMatchedSymbol',\n motionArgs: { inclusive: true, toJumplist: true }},\n { keys: ['f', 'character'], type: 'motion',\n motion: 'moveToCharacter',\n motionArgs: { forward: true , inclusive: true }},\n { keys: ['F', 'character'], type: 'motion',\n motion: 'moveToCharacter',\n motionArgs: { forward: false }},\n { keys: ['t', 'character'], type: 'motion',\n motion: 'moveTillCharacter',\n motionArgs: { forward: true, inclusive: true }},\n { keys: ['T', 'character'], type: 'motion',\n motion: 'moveTillCharacter',\n motionArgs: { forward: false }},\n { keys: [';'], type: 'motion', motion: 'repeatLastCharacterSearch',\n motionArgs: { forward: true }},\n { keys: [','], type: 'motion', motion: 'repeatLastCharacterSearch',\n motionArgs: { forward: false }},\n { keys: ['\\'', 'character'], type: 'motion', motion: 'goToMark',\n motionArgs: {toJumplist: true, linewise: true}},\n { keys: ['`', 'character'], type: 'motion', motion: 'goToMark',\n motionArgs: {toJumplist: true}},\n { keys: [']', '`'], type: 'motion', motion: 'jumpToMark', motionArgs: { forward: true } },\n { keys: ['[', '`'], type: 'motion', motion: 'jumpToMark', motionArgs: { forward: false } },\n { keys: [']', '\\''], type: 'motion', motion: 'jumpToMark', motionArgs: { forward: true, linewise: true } },\n { keys: ['[', '\\''], type: 'motion', motion: 'jumpToMark', motionArgs: { forward: false, linewise: true } },\n // the next two aren't motions but must come before more general motion declarations\n { keys: [']', 'p'], type: 'action', action: 'paste', isEdit: true,\n actionArgs: { after: true, isEdit: true, matchIndent: true}},\n { keys: ['[', 'p'], type: 'action', action: 'paste', isEdit: true,\n actionArgs: { after: false, isEdit: true, matchIndent: true}},\n { keys: [']', 'character'], type: 'motion',\n motion: 'moveToSymbol',\n motionArgs: { forward: true, toJumplist: true}},\n { keys: ['[', 'character'], type: 'motion',\n motion: 'moveToSymbol',\n motionArgs: { forward: false, toJumplist: true}},\n { keys: ['|'], type: 'motion',\n motion: 'moveToColumn',\n motionArgs: { }},\n { keys: ['o'], type: 'motion', motion: 'moveToOtherHighlightedEnd', motionArgs: { },context:'visual'},\n // Operators\n { keys: ['d'], type: 'operator', operator: 'delete' },\n { keys: ['y'], type: 'operator', operator: 'yank' },\n { keys: ['c'], type: 'operator', operator: 'change' },\n { keys: ['>'], type: 'operator', operator: 'indent',\n operatorArgs: { indentRight: true }},\n { keys: ['<'], type: 'operator', operator: 'indent',\n operatorArgs: { indentRight: false }},\n { keys: ['g', '~'], type: 'operator', operator: 'swapcase' },\n { keys: ['n'], type: 'motion', motion: 'findNext',\n motionArgs: { forward: true, toJumplist: true }},\n { keys: ['N'], type: 'motion', motion: 'findNext',\n motionArgs: { forward: false, toJumplist: true }},\n // Operator-Motion dual commands\n { keys: ['x'], type: 'operatorMotion', operator: 'delete',\n motion: 'moveByCharacters', motionArgs: { forward: true },\n operatorMotionArgs: { visualLine: false }},\n { keys: ['X'], type: 'operatorMotion', operator: 'delete',\n motion: 'moveByCharacters', motionArgs: { forward: false },\n operatorMotionArgs: { visualLine: true }},\n { keys: ['D'], type: 'operatorMotion', operator: 'delete',\n motion: 'moveToEol', motionArgs: { inclusive: true },\n operatorMotionArgs: { visualLine: true }},\n { keys: ['Y'], type: 'operatorMotion', operator: 'yank',\n motion: 'moveToEol', motionArgs: { inclusive: true },\n operatorMotionArgs: { visualLine: true }},\n { keys: ['C'], type: 'operatorMotion',\n operator: 'change',\n motion: 'moveToEol', motionArgs: { inclusive: true },\n operatorMotionArgs: { visualLine: true }},\n { keys: ['~'], type: 'operatorMotion',\n operator: 'swapcase', operatorArgs: { shouldMoveCursor: true },\n motion: 'moveByCharacters', motionArgs: { forward: true }},\n // Actions\n { keys: ['<C-i>'], type: 'action', action: 'jumpListWalk',\n actionArgs: { forward: true }},\n { keys: ['<C-o>'], type: 'action', action: 'jumpListWalk',\n actionArgs: { forward: false }},\n { keys: ['<C-e>'], type: 'action',\n action: 'scroll',\n actionArgs: { forward: true, linewise: true }},\n { keys: ['<C-y>'], type: 'action',\n action: 'scroll',\n actionArgs: { forward: false, linewise: true }},\n { keys: ['a'], type: 'action', action: 'enterInsertMode', isEdit: true,\n actionArgs: { insertAt: 'charAfter' }},\n { keys: ['A'], type: 'action', action: 'enterInsertMode', isEdit: true,\n actionArgs: { insertAt: 'eol' }},\n { keys: ['i'], type: 'action', action: 'enterInsertMode', isEdit: true,\n actionArgs: { insertAt: 'inplace' }},\n { keys: ['I'], type: 'action', action: 'enterInsertMode', isEdit: true,\n actionArgs: { insertAt: 'firstNonBlank' }},\n { keys: ['o'], type: 'action', action: 'newLineAndEnterInsertMode',\n isEdit: true, interlaceInsertRepeat: true,\n actionArgs: { after: true }},\n { keys: ['O'], type: 'action', action: 'newLineAndEnterInsertMode',\n isEdit: true, interlaceInsertRepeat: true,\n actionArgs: { after: false }},\n { keys: ['v'], type: 'action', action: 'toggleVisualMode' },\n { keys: ['V'], type: 'action', action: 'toggleVisualMode',\n actionArgs: { linewise: true }},\n { keys: ['g', 'v'], type: 'action', action: 'reselectLastSelection' },\n { keys: ['J'], type: 'action', action: 'joinLines', isEdit: true },\n { keys: ['p'], type: 'action', action: 'paste', isEdit: true,\n actionArgs: { after: true, isEdit: true }},\n { keys: ['P'], type: 'action', action: 'paste', isEdit: true,\n actionArgs: { after: false, isEdit: true }},\n { keys: ['r', 'character'], type: 'action', action: 'replace', isEdit: true },\n { keys: ['@', 'character'], type: 'action', action: 'replayMacro' },\n { keys: ['q', 'character'], type: 'action', action: 'enterMacroRecordMode' },\n // Handle Replace-mode as a special case of insert mode.\n { keys: ['R'], type: 'action', action: 'enterInsertMode', isEdit: true,\n actionArgs: { replace: true }},\n { keys: ['u'], type: 'action', action: 'undo' },\n { keys: ['u'], type: 'action', action: 'changeCase', actionArgs: {toLower: true}, context: 'visual', isEdit: true },\n { keys: ['U'],type: 'action', action: 'changeCase', actionArgs: {toLower: false}, context: 'visual', isEdit: true },\n { keys: ['<C-r>'], type: 'action', action: 'redo' },\n { keys: ['m', 'character'], type: 'action', action: 'setMark' },\n { keys: ['\"', 'character'], type: 'action', action: 'setRegister' },\n { keys: ['z', 'z'], type: 'action', action: 'scrollToCursor',\n actionArgs: { position: 'center' }},\n { keys: ['z', '.'], type: 'action', action: 'scrollToCursor',\n actionArgs: { position: 'center' },\n motion: 'moveToFirstNonWhiteSpaceCharacter' },\n { keys: ['z', 't'], type: 'action', action: 'scrollToCursor',\n actionArgs: { position: 'top' }},\n { keys: ['z', '<CR>'], type: 'action', action: 'scrollToCursor',\n actionArgs: { position: 'top' },\n motion: 'moveToFirstNonWhiteSpaceCharacter' },\n { keys: ['z', '-'], type: 'action', action: 'scrollToCursor',\n actionArgs: { position: 'bottom' }},\n { keys: ['z', 'b'], type: 'action', action: 'scrollToCursor',\n actionArgs: { position: 'bottom' },\n motion: 'moveToFirstNonWhiteSpaceCharacter' },\n { keys: ['.'], type: 'action', action: 'repeatLastEdit' },\n { keys: ['<C-a>'], type: 'action', action: 'incrementNumberToken',\n isEdit: true,\n actionArgs: {increase: true, backtrack: false}},\n { keys: ['<C-x>'], type: 'action', action: 'incrementNumberToken',\n isEdit: true,\n actionArgs: {increase: false, backtrack: false}},\n // Text object motions\n { keys: ['a', 'character'], type: 'motion',\n motion: 'textObjectManipulation' },\n { keys: ['i', 'character'], type: 'motion',\n motion: 'textObjectManipulation',\n motionArgs: { textObjectInner: true }},\n // Search\n { keys: ['/'], type: 'search',\n searchArgs: { forward: true, querySrc: 'prompt', toJumplist: true }},\n { keys: ['?'], type: 'search',\n searchArgs: { forward: false, querySrc: 'prompt', toJumplist: true }},\n { keys: ['*'], type: 'search',\n searchArgs: { forward: true, querySrc: 'wordUnderCursor', wholeWordOnly: true, toJumplist: true }},\n { keys: ['#'], type: 'search',\n searchArgs: { forward: false, querySrc: 'wordUnderCursor', wholeWordOnly: true, toJumplist: true }},\n { keys: ['g', '*'], type: 'search', searchArgs: { forward: true, querySrc: 'wordUnderCursor', toJumplist: true }},\n { keys: ['g', '#'], type: 'search', searchArgs: { forward: false, querySrc: 'wordUnderCursor', toJumplist: true }},\n // Ex command\n { keys: [':'], type: 'ex' }\n ];\n\n var Pos = CodeMirror.Pos;\n\n var Vim = function() {\n CodeMirror.defineOption('vimMode', false, function(cm, val) {\n if (val) {\n cm.setOption('keyMap', 'vim');\n cm.setOption('disableInput', true);\n CodeMirror.signal(cm, \"vim-mode-change\", {mode: \"normal\"});\n cm.on('beforeSelectionChange', beforeSelectionChange);\n cm.on('cursorActivity', onCursorActivity);\n maybeInitVimState(cm);\n CodeMirror.on(cm.getInputField(), 'paste', getOnPasteFn(cm));\n } else if (cm.state.vim) {\n cm.setOption('keyMap', 'default');\n cm.setOption('disableInput', false);\n cm.off('beforeSelectionChange', beforeSelectionChange);\n cm.off('cursorActivity', onCursorActivity);\n CodeMirror.off(cm.getInputField(), 'paste', getOnPasteFn(cm));\n cm.state.vim = null;\n }\n });\n function beforeSelectionChange(cm, obj) {\n var vim = cm.state.vim;\n if (vim.insertMode || vim.exMode) return;\n\n var head = obj.ranges[0].head;\n var anchor = obj.ranges[0].anchor;\n if (head.ch && head.ch == cm.doc.getLine(head.line).length) {\n var pos = Pos(head.line, head.ch - 1);\n obj.update([{anchor: cursorEqual(head, anchor) ? pos : anchor,\n head: pos}]);\n }\n }\n function getOnPasteFn(cm) {\n var vim = cm.state.vim;\n if (!vim.onPasteFn) {\n vim.onPasteFn = function() {\n if (!vim.insertMode) {\n cm.setCursor(offsetCursor(cm.getCursor(), 0, 1));\n actions.enterInsertMode(cm, {}, vim);\n }\n };\n }\n return vim.onPasteFn;\n }\n\n var numberRegex = /[\\d]/;\n var wordRegexp = [(/\\w/), (/[^\\w\\s]/)], bigWordRegexp = [(/\\S/)];\n function makeKeyRange(start, size) {\n var keys = [];\n for (var i = start; i < start + size; i++) {\n keys.push(String.fromCharCode(i));\n }\n return keys;\n }\n var upperCaseAlphabet = makeKeyRange(65, 26);\n var lowerCaseAlphabet = makeKeyRange(97, 26);\n var numbers = makeKeyRange(48, 10);\n var specialSymbols = '~`!@#$%^&*()_-+=[{}]\\\\|/?.,<>:;\"\\''.split('');\n var specialKeys = ['Left', 'Right', 'Up', 'Down', 'Space', 'Backspace',\n 'Esc', 'Home', 'End', 'PageUp', 'PageDown', 'Enter'];\n var validMarks = [].concat(upperCaseAlphabet, lowerCaseAlphabet, numbers, ['<', '>']);\n var validRegisters = [].concat(upperCaseAlphabet, lowerCaseAlphabet, numbers, ['-', '\"', '.', ':']);\n\n function isLine(cm, line) {\n return line >= cm.firstLine() && line <= cm.lastLine();\n }\n function isLowerCase(k) {\n return (/^[a-z]$/).test(k);\n }\n function isMatchableSymbol(k) {\n return '()[]{}'.indexOf(k) != -1;\n }\n function isNumber(k) {\n return numberRegex.test(k);\n }\n function isUpperCase(k) {\n return (/^[A-Z]$/).test(k);\n }\n function isWhiteSpaceString(k) {\n return (/^\\s*$/).test(k);\n }\n function inArray(val, arr) {\n for (var i = 0; i < arr.length; i++) {\n if (arr[i] == val) {\n return true;\n }\n }\n return false;\n }\n\n var options = {};\n function defineOption(name, defaultValue, type) {\n if (defaultValue === undefined) { throw Error('defaultValue is required'); }\n if (!type) { type = 'string'; }\n options[name] = {\n type: type,\n defaultValue: defaultValue\n };\n setOption(name, defaultValue);\n }\n\n function setOption(name, value) {\n var option = options[name];\n if (!option) {\n throw Error('Unknown option: ' + name);\n }\n if (option.type == 'boolean') {\n if (value && value !== true) {\n throw Error('Invalid argument: ' + name + '=' + value);\n } else if (value !== false) {\n // Boolean options are set to true if value is not defined.\n value = true;\n }\n }\n option.value = option.type == 'boolean' ? !!value : value;\n }\n\n function getOption(name) {\n var option = options[name];\n if (!option) {\n throw Error('Unknown option: ' + name);\n }\n return option.value;\n }\n\n var createCircularJumpList = function() {\n var size = 100;\n var pointer = -1;\n var head = 0;\n var tail = 0;\n var buffer = new Array(size);\n function add(cm, oldCur, newCur) {\n var current = pointer % size;\n var curMark = buffer[current];\n function useNextSlot(cursor) {\n var next = ++pointer % size;\n var trashMark = buffer[next];\n if (trashMark) {\n trashMark.clear();\n }\n buffer[next] = cm.setBookmark(cursor);\n }\n if (curMark) {\n var markPos = curMark.find();\n // avoid recording redundant cursor position\n if (markPos && !cursorEqual(markPos, oldCur)) {\n useNextSlot(oldCur);\n }\n } else {\n useNextSlot(oldCur);\n }\n useNextSlot(newCur);\n head = pointer;\n tail = pointer - size + 1;\n if (tail < 0) {\n tail = 0;\n }\n }\n function move(cm, offset) {\n pointer += offset;\n if (pointer > head) {\n pointer = head;\n } else if (pointer < tail) {\n pointer = tail;\n }\n var mark = buffer[(size + pointer) % size];\n // skip marks that are temporarily removed from text buffer\n if (mark && !mark.find()) {\n var inc = offset > 0 ? 1 : -1;\n var newCur;\n var oldCur = cm.getCursor();\n do {\n pointer += inc;\n mark = buffer[(size + pointer) % size];\n // skip marks that are the same as current position\n if (mark &&\n (newCur = mark.find()) &&\n !cursorEqual(oldCur, newCur)) {\n break;\n }\n } while (pointer < head && pointer > tail);\n }\n return mark;\n }\n return {\n cachedCursor: undefined, //used for # and * jumps\n add: add,\n move: move\n };\n };\n\n // Returns an object to track the changes associated insert mode. It\n // clones the object that is passed in, or creates an empty object one if\n // none is provided.\n var createInsertModeChanges = function(c) {\n if (c) {\n // Copy construction\n return {\n changes: c.changes,\n expectCursorActivityForChange: c.expectCursorActivityForChange\n };\n }\n return {\n // Change list\n changes: [],\n // Set to true on change, false on cursorActivity.\n expectCursorActivityForChange: false\n };\n };\n\n function MacroModeState() {\n this.latestRegister = undefined;\n this.isPlaying = false;\n this.isRecording = false;\n this.replaySearchQueries = [];\n this.onRecordingDone = undefined;\n this.lastInsertModeChanges = createInsertModeChanges();\n }\n MacroModeState.prototype = {\n exitMacroRecordMode: function() {\n var macroModeState = vimGlobalState.macroModeState;\n macroModeState.onRecordingDone(); // close dialog\n macroModeState.onRecordingDone = undefined;\n macroModeState.isRecording = false;\n },\n enterMacroRecordMode: function(cm, registerName) {\n var register =\n vimGlobalState.registerController.getRegister(registerName);\n if (register) {\n register.clear();\n this.latestRegister = registerName;\n this.onRecordingDone = cm.openDialog(\n '(recording)['+registerName+']', null, {bottom:true});\n this.isRecording = true;\n }\n }\n };\n\n function maybeInitVimState(cm) {\n if (!cm.state.vim) {\n // Store instance state in the CodeMirror object.\n cm.state.vim = {\n inputState: new InputState(),\n // Vim's input state that triggered the last edit, used to repeat\n // motions and operators with '.'.\n lastEditInputState: undefined,\n // Vim's action command before the last edit, used to repeat actions\n // with '.' and insert mode repeat.\n lastEditActionCommand: undefined,\n // When using jk for navigation, if you move from a longer line to a\n // shorter line, the cursor may clip to the end of the shorter line.\n // If j is pressed again and cursor goes to the next line, the\n // cursor should go back to its horizontal position on the longer\n // line if it can. This is to keep track of the horizontal position.\n lastHPos: -1,\n // Doing the same with screen-position for gj/gk\n lastHSPos: -1,\n // The last motion command run. Cleared if a non-motion command gets\n // executed in between.\n lastMotion: null,\n marks: {},\n insertMode: false,\n // Repeat count for changes made in insert mode, triggered by key\n // sequences like 3,i. Only exists when insertMode is true.\n insertModeRepeat: undefined,\n visualMode: false,\n // If we are in visual line mode. No effect if visualMode is false.\n visualLine: false,\n lastSelection: null\n };\n }\n return cm.state.vim;\n }\n var vimGlobalState;\n function resetVimGlobalState() {\n vimGlobalState = {\n // The current search query.\n searchQuery: null,\n // Whether we are searching backwards.\n searchIsReversed: false,\n // Replace part of the last substituted pattern\n lastSubstituteReplacePart: undefined,\n jumpList: createCircularJumpList(),\n macroModeState: new MacroModeState,\n // Recording latest f, t, F or T motion command.\n lastChararacterSearch: {increment:0, forward:true, selectedCharacter:''},\n registerController: new RegisterController({})\n };\n for (var optionName in options) {\n var option = options[optionName];\n option.value = option.defaultValue;\n }\n }\n\n var vimApi= {\n buildKeyMap: function() {\n // TODO: Convert keymap into dictionary format for fast lookup.\n },\n // Testing hook, though it might be useful to expose the register\n // controller anyways.\n getRegisterController: function() {\n return vimGlobalState.registerController;\n },\n // Testing hook.\n resetVimGlobalState_: resetVimGlobalState,\n\n // Testing hook.\n getVimGlobalState_: function() {\n return vimGlobalState;\n },\n\n // Testing hook.\n maybeInitVimState_: maybeInitVimState,\n\n InsertModeKey: InsertModeKey,\n map: function(lhs, rhs, ctx) {\n // Add user defined key bindings.\n exCommandDispatcher.map(lhs, rhs, ctx);\n },\n setOption: setOption,\n getOption: getOption,\n defineOption: defineOption,\n defineEx: function(name, prefix, func){\n if (name.indexOf(prefix) !== 0) {\n throw new Error('(Vim.defineEx) \"'+prefix+'\" is not a prefix of \"'+name+'\", command not registered');\n }\n exCommands[name]=func;\n exCommandDispatcher.commandMap_[prefix]={name:name, shortName:prefix, type:'api'};\n },\n // This is the outermost function called by CodeMirror, after keys have\n // been mapped to their Vim equivalents.\n handleKey: function(cm, key) {\n var command;\n var vim = maybeInitVimState(cm);\n var macroModeState = vimGlobalState.macroModeState;\n if (macroModeState.isRecording) {\n if (key == 'q') {\n macroModeState.exitMacroRecordMode();\n vim.inputState = new InputState();\n return;\n }\n }\n if (key == '<Esc>') {\n // Clear input state and get back to normal mode.\n vim.inputState = new InputState();\n if (vim.visualMode) {\n exitVisualMode(cm);\n }\n return;\n }\n // Enter visual mode when the mouse selects text.\n if (!vim.visualMode &&\n !cursorEqual(cm.getCursor('head'), cm.getCursor('anchor'))) {\n vim.visualMode = true;\n vim.visualLine = false;\n CodeMirror.signal(cm, \"vim-mode-change\", {mode: \"visual\"});\n cm.on('mousedown', exitVisualMode);\n }\n if (key != '0' || (key == '0' && vim.inputState.getRepeat() === 0)) {\n // Have to special case 0 since it's both a motion and a number.\n command = commandDispatcher.matchCommand(key, defaultKeymap, vim);\n }\n if (!command) {\n if (isNumber(key)) {\n // Increment count unless count is 0 and key is 0.\n vim.inputState.pushRepeatDigit(key);\n }\n if (macroModeState.isRecording) {\n logKey(macroModeState, key);\n }\n return;\n }\n if (command.type == 'keyToKey') {\n // TODO: prevent infinite recursion.\n for (var i = 0; i < command.toKeys.length; i++) {\n this.handleKey(cm, command.toKeys[i]);\n }\n } else {\n if (macroModeState.isRecording) {\n logKey(macroModeState, key);\n }\n commandDispatcher.processCommand(cm, vim, command);\n }\n },\n handleEx: function(cm, input) {\n exCommandDispatcher.processCommand(cm, input);\n }\n };\n\n // Represents the current input state.\n function InputState() {\n this.prefixRepeat = [];\n this.motionRepeat = [];\n\n this.operator = null;\n this.operatorArgs = null;\n this.motion = null;\n this.motionArgs = null;\n this.keyBuffer = []; // For matching multi-key commands.\n this.registerName = null; // Defaults to the unnamed register.\n }\n InputState.prototype.pushRepeatDigit = function(n) {\n if (!this.operator) {\n this.prefixRepeat = this.prefixRepeat.concat(n);\n } else {\n this.motionRepeat = this.motionRepeat.concat(n);\n }\n };\n InputState.prototype.getRepeat = function() {\n var repeat = 0;\n if (this.prefixRepeat.length > 0 || this.motionRepeat.length > 0) {\n repeat = 1;\n if (this.prefixRepeat.length > 0) {\n repeat *= parseInt(this.prefixRepeat.join(''), 10);\n }\n if (this.motionRepeat.length > 0) {\n repeat *= parseInt(this.motionRepeat.join(''), 10);\n }\n }\n return repeat;\n };\n\n /*\n * Register stores information about copy and paste registers. Besides\n * text, a register must store whether it is linewise (i.e., when it is\n * pasted, should it insert itself into a new line, or should the text be\n * inserted at the cursor position.)\n */\n function Register(text, linewise) {\n this.clear();\n this.keyBuffer = [text || ''];\n this.insertModeChanges = [];\n this.searchQueries = [];\n this.linewise = !!linewise;\n }\n Register.prototype = {\n setText: function(text, linewise) {\n this.keyBuffer = [text || ''];\n this.linewise = !!linewise;\n },\n pushText: function(text, linewise) {\n // if this register has ever been set to linewise, use linewise.\n if (linewise) {\n if (!this.linewise) {\n this.keyBuffer.push('\\n');\n }\n this.linewise = true;\n }\n this.keyBuffer.push(text);\n },\n pushInsertModeChanges: function(changes) {\n this.insertModeChanges.push(createInsertModeChanges(changes));\n },\n pushSearchQuery: function(query) {\n this.searchQueries.push(query);\n },\n clear: function() {\n this.keyBuffer = [];\n this.insertModeChanges = [];\n this.searchQueries = [];\n this.linewise = false;\n },\n toString: function() {\n return this.keyBuffer.join('');\n }\n };\n\n /*\n * vim registers allow you to keep many independent copy and paste buffers.\n * See http://usevim.com/2012/04/13/registers/ for an introduction.\n *\n * RegisterController keeps the state of all the registers. An initial\n * state may be passed in. The unnamed register '\"' will always be\n * overridden.\n */\n function RegisterController(registers) {\n this.registers = registers;\n this.unnamedRegister = registers['\"'] = new Register();\n registers['.'] = new Register();\n registers[':'] = new Register();\n }\n RegisterController.prototype = {\n pushText: function(registerName, operator, text, linewise) {\n if (linewise && text.charAt(0) == '\\n') {\n text = text.slice(1) + '\\n';\n }\n if (linewise && text.charAt(text.length - 1) !== '\\n'){\n text += '\\n';\n }\n // Lowercase and uppercase registers refer to the same register.\n // Uppercase just means append.\n var register = this.isValidRegister(registerName) ?\n this.getRegister(registerName) : null;\n // if no register/an invalid register was specified, things go to the\n // default registers\n if (!register) {\n switch (operator) {\n case 'yank':\n // The 0 register contains the text from the most recent yank.\n this.registers['0'] = new Register(text, linewise);\n break;\n case 'delete':\n case 'change':\n if (text.indexOf('\\n') == -1) {\n // Delete less than 1 line. Update the small delete register.\n this.registers['-'] = new Register(text, linewise);\n } else {\n // Shift down the contents of the numbered registers and put the\n // deleted text into register 1.\n this.shiftNumericRegisters_();\n this.registers['1'] = new Register(text, linewise);\n }\n break;\n }\n // Make sure the unnamed register is set to what just happened\n this.unnamedRegister.setText(text, linewise);\n return;\n }\n\n // If we've gotten to this point, we've actually specified a register\n var append = isUpperCase(registerName);\n if (append) {\n register.pushText(text, linewise);\n } else {\n register.setText(text, linewise);\n }\n // The unnamed register always has the same value as the last used\n // register.\n this.unnamedRegister.setText(register.toString(), linewise);\n },\n // Gets the register named @name. If one of @name doesn't already exist,\n // create it. If @name is invalid, return the unnamedRegister.\n getRegister: function(name) {\n if (!this.isValidRegister(name)) {\n return this.unnamedRegister;\n }\n name = name.toLowerCase();\n if (!this.registers[name]) {\n this.registers[name] = new Register();\n }\n return this.registers[name];\n },\n isValidRegister: function(name) {\n return name && inArray(name, validRegisters);\n },\n shiftNumericRegisters_: function() {\n for (var i = 9; i >= 2; i--) {\n this.registers[i] = this.getRegister('' + (i - 1));\n }\n }\n };\n\n var commandDispatcher = {\n matchCommand: function(key, keyMap, vim) {\n var inputState = vim.inputState;\n var keys = inputState.keyBuffer.concat(key);\n var matchedCommands = [];\n var selectedCharacter;\n for (var i = 0; i < keyMap.length; i++) {\n var command = keyMap[i];\n if (matchKeysPartial(keys, command.keys)) {\n if (inputState.operator && command.type == 'action') {\n // Ignore matched action commands after an operator. Operators\n // only operate on motions. This check is really for text\n // objects since aW, a[ etcs conflicts with a.\n continue;\n }\n // Match commands that take <character> as an argument.\n if (command.keys[keys.length - 1] == 'character') {\n selectedCharacter = keys[keys.length - 1];\n if (selectedCharacter.length>1){\n switch(selectedCharacter){\n case '<CR>':\n selectedCharacter='\\n';\n break;\n case '<Space>':\n selectedCharacter=' ';\n break;\n default:\n continue;\n }\n }\n }\n // Add the command to the list of matched commands. Choose the best\n // command later.\n matchedCommands.push(command);\n }\n }\n\n // Returns the command if it is a full match, or null if not.\n function getFullyMatchedCommandOrNull(command) {\n if (keys.length < command.keys.length) {\n // Matches part of a multi-key command. Buffer and wait for next\n // stroke.\n inputState.keyBuffer.push(key);\n return null;\n } else {\n if (command.keys[keys.length - 1] == 'character') {\n inputState.selectedCharacter = selectedCharacter;\n }\n // Clear the buffer since a full match was found.\n inputState.keyBuffer = [];\n return command;\n }\n }\n\n if (!matchedCommands.length) {\n // Clear the buffer since there were no matches.\n inputState.keyBuffer = [];\n return null;\n } else if (matchedCommands.length == 1) {\n return getFullyMatchedCommandOrNull(matchedCommands[0]);\n } else {\n // Find the best match in the list of matchedCommands.\n var context = vim.visualMode ? 'visual' : 'normal';\n var bestMatch; // Default to first in the list.\n for (var i = 0; i < matchedCommands.length; i++) {\n var current = matchedCommands[i];\n if (current.context == context) {\n bestMatch = current;\n break;\n } else if (!bestMatch && !current.context) {\n // Only set an imperfect match to best match if no best match is\n // set and the imperfect match is not restricted to another\n // context.\n bestMatch = current;\n }\n }\n return getFullyMatchedCommandOrNull(bestMatch);\n }\n },\n processCommand: function(cm, vim, command) {\n vim.inputState.repeatOverride = command.repeatOverride;\n switch (command.type) {\n case 'motion':\n this.processMotion(cm, vim, command);\n break;\n case 'operator':\n this.processOperator(cm, vim, command);\n break;\n case 'operatorMotion':\n this.processOperatorMotion(cm, vim, command);\n break;\n case 'action':\n this.processAction(cm, vim, command);\n break;\n case 'search':\n this.processSearch(cm, vim, command);\n break;\n case 'ex':\n case 'keyToEx':\n this.processEx(cm, vim, command);\n break;\n default:\n break;\n }\n },\n processMotion: function(cm, vim, command) {\n vim.inputState.motion = command.motion;\n vim.inputState.motionArgs = copyArgs(command.motionArgs);\n this.evalInput(cm, vim);\n },\n processOperator: function(cm, vim, command) {\n var inputState = vim.inputState;\n if (inputState.operator) {\n if (inputState.operator == command.operator) {\n // Typing an operator twice like 'dd' makes the operator operate\n // linewise\n inputState.motion = 'expandToLine';\n inputState.motionArgs = { linewise: true };\n this.evalInput(cm, vim);\n return;\n } else {\n // 2 different operators in a row doesn't make sense.\n vim.inputState = new InputState();\n }\n }\n inputState.operator = command.operator;\n inputState.operatorArgs = copyArgs(command.operatorArgs);\n if (vim.visualMode) {\n // Operating on a selection in visual mode. We don't need a motion.\n this.evalInput(cm, vim);\n }\n },\n processOperatorMotion: function(cm, vim, command) {\n var visualMode = vim.visualMode;\n var operatorMotionArgs = copyArgs(command.operatorMotionArgs);\n if (operatorMotionArgs) {\n // Operator motions may have special behavior in visual mode.\n if (visualMode && operatorMotionArgs.visualLine) {\n vim.visualLine = true;\n }\n }\n this.processOperator(cm, vim, command);\n if (!visualMode) {\n this.processMotion(cm, vim, command);\n }\n },\n processAction: function(cm, vim, command) {\n var inputState = vim.inputState;\n var repeat = inputState.getRepeat();\n var repeatIsExplicit = !!repeat;\n var actionArgs = copyArgs(command.actionArgs) || {};\n if (inputState.selectedCharacter) {\n actionArgs.selectedCharacter = inputState.selectedCharacter;\n }\n // Actions may or may not have motions and operators. Do these first.\n if (command.operator) {\n this.processOperator(cm, vim, command);\n }\n if (command.motion) {\n this.processMotion(cm, vim, command);\n }\n if (command.motion || command.operator) {\n this.evalInput(cm, vim);\n }\n actionArgs.repeat = repeat || 1;\n actionArgs.repeatIsExplicit = repeatIsExplicit;\n actionArgs.registerName = inputState.registerName;\n vim.inputState = new InputState();\n vim.lastMotion = null;\n if (command.isEdit) {\n this.recordLastEdit(vim, inputState, command);\n }\n actions[command.action](cm, actionArgs, vim);\n },\n processSearch: function(cm, vim, command) {\n if (!cm.getSearchCursor) {\n // Search depends on SearchCursor.\n return;\n }\n var forward = command.searchArgs.forward;\n var wholeWordOnly = command.searchArgs.wholeWordOnly;\n getSearchState(cm).setReversed(!forward);\n var promptPrefix = (forward) ? '/' : '?';\n var originalQuery = getSearchState(cm).getQuery();\n var originalScrollPos = cm.getScrollInfo();\n function handleQuery(query, ignoreCase, smartCase) {\n try {\n updateSearchQuery(cm, query, ignoreCase, smartCase);\n } catch (e) {\n showConfirm(cm, 'Invalid regex: ' + query);\n return;\n }\n commandDispatcher.processMotion(cm, vim, {\n type: 'motion',\n motion: 'findNext',\n motionArgs: { forward: true, toJumplist: command.searchArgs.toJumplist }\n });\n }\n function onPromptClose(query) {\n cm.scrollTo(originalScrollPos.left, originalScrollPos.top);\n handleQuery(query, true /** ignoreCase */, true /** smartCase */);\n var macroModeState = vimGlobalState.macroModeState;\n if (macroModeState.isRecording) {\n logSearchQuery(macroModeState, query);\n }\n }\n function onPromptKeyUp(_e, query) {\n var parsedQuery;\n try {\n parsedQuery = updateSearchQuery(cm, query,\n true /** ignoreCase */, true /** smartCase */);\n } catch (e) {\n // Swallow bad regexes for incremental search.\n }\n if (parsedQuery) {\n cm.scrollIntoView(findNext(cm, !forward, parsedQuery), 30);\n } else {\n clearSearchHighlight(cm);\n cm.scrollTo(originalScrollPos.left, originalScrollPos.top);\n }\n }\n function onPromptKeyDown(e, _query, close) {\n var keyName = CodeMirror.keyName(e);\n if (keyName == 'Esc' || keyName == 'Ctrl-C' || keyName == 'Ctrl-[') {\n updateSearchQuery(cm, originalQuery);\n clearSearchHighlight(cm);\n cm.scrollTo(originalScrollPos.left, originalScrollPos.top);\n\n CodeMirror.e_stop(e);\n close();\n cm.focus();\n }\n }\n switch (command.searchArgs.querySrc) {\n case 'prompt':\n var macroModeState = vimGlobalState.macroModeState;\n if (macroModeState.isPlaying) {\n var query = macroModeState.replaySearchQueries.shift();\n handleQuery(query, true /** ignoreCase */, false /** smartCase */);\n } else {\n showPrompt(cm, {\n onClose: onPromptClose,\n prefix: promptPrefix,\n desc: searchPromptDesc,\n onKeyUp: onPromptKeyUp,\n onKeyDown: onPromptKeyDown\n });\n }\n break;\n case 'wordUnderCursor':\n var word = expandWordUnderCursor(cm, false /** inclusive */,\n true /** forward */, false /** bigWord */,\n true /** noSymbol */);\n var isKeyword = true;\n if (!word) {\n word = expandWordUnderCursor(cm, false /** inclusive */,\n true /** forward */, false /** bigWord */,\n false /** noSymbol */);\n isKeyword = false;\n }\n if (!word) {\n return;\n }\n var query = cm.getLine(word.start.line).substring(word.start.ch,\n word.end.ch);\n if (isKeyword && wholeWordOnly) {\n query = '\\\\b' + query + '\\\\b';\n } else {\n query = escapeRegex(query);\n }\n\n // cachedCursor is used to save the old position of the cursor\n // when * or # causes vim to seek for the nearest word and shift\n // the cursor before entering the motion.\n vimGlobalState.jumpList.cachedCursor = cm.getCursor();\n cm.setCursor(word.start);\n\n handleQuery(query, true /** ignoreCase */, false /** smartCase */);\n break;\n }\n },\n processEx: function(cm, vim, command) {\n function onPromptClose(input) {\n // Give the prompt some time to close so that if processCommand shows\n // an error, the elements don't overlap.\n exCommandDispatcher.processCommand(cm, input);\n }\n function onPromptKeyDown(e, _input, close) {\n var keyName = CodeMirror.keyName(e);\n if (keyName == 'Esc' || keyName == 'Ctrl-C' || keyName == 'Ctrl-[') {\n CodeMirror.e_stop(e);\n close();\n cm.focus();\n }\n }\n if (command.type == 'keyToEx') {\n // Handle user defined Ex to Ex mappings\n exCommandDispatcher.processCommand(cm, command.exArgs.input);\n } else {\n if (vim.visualMode) {\n showPrompt(cm, { onClose: onPromptClose, prefix: ':', value: '\\'<,\\'>',\n onKeyDown: onPromptKeyDown});\n } else {\n showPrompt(cm, { onClose: onPromptClose, prefix: ':',\n onKeyDown: onPromptKeyDown});\n }\n }\n },\n evalInput: function(cm, vim) {\n // If the motion comand is set, execute both the operator and motion.\n // Otherwise return.\n var inputState = vim.inputState;\n var motion = inputState.motion;\n var motionArgs = inputState.motionArgs || {};\n var operator = inputState.operator;\n var operatorArgs = inputState.operatorArgs || {};\n var registerName = inputState.registerName;\n var selectionEnd = copyCursor(cm.getCursor('head'));\n var selectionStart = copyCursor(cm.getCursor('anchor'));\n // The difference between cur and selection cursors are that cur is\n // being operated on and ignores that there is a selection.\n var curStart = copyCursor(selectionEnd);\n var curOriginal = copyCursor(curStart);\n var curEnd;\n var repeat;\n if (operator) {\n this.recordLastEdit(vim, inputState);\n }\n if (inputState.repeatOverride !== undefined) {\n // If repeatOverride is specified, that takes precedence over the\n // input state's repeat. Used by Ex mode and can be user defined.\n repeat = inputState.repeatOverride;\n } else {\n repeat = inputState.getRepeat();\n }\n if (repeat > 0 && motionArgs.explicitRepeat) {\n motionArgs.repeatIsExplicit = true;\n } else if (motionArgs.noRepeat ||\n (!motionArgs.explicitRepeat && repeat === 0)) {\n repeat = 1;\n motionArgs.repeatIsExplicit = false;\n }\n if (inputState.selectedCharacter) {\n // If there is a character input, stick it in all of the arg arrays.\n motionArgs.selectedCharacter = operatorArgs.selectedCharacter =\n inputState.selectedCharacter;\n }\n motionArgs.repeat = repeat;\n vim.inputState = new InputState();\n if (motion) {\n var motionResult = motions[motion](cm, motionArgs, vim);\n vim.lastMotion = motions[motion];\n if (!motionResult) {\n return;\n }\n if (motionArgs.toJumplist) {\n var jumpList = vimGlobalState.jumpList;\n // if the current motion is # or *, use cachedCursor\n var cachedCursor = jumpList.cachedCursor;\n if (cachedCursor) {\n recordJumpPosition(cm, cachedCursor, motionResult);\n delete jumpList.cachedCursor;\n } else {\n recordJumpPosition(cm, curOriginal, motionResult);\n }\n }\n if (motionResult instanceof Array) {\n curStart = motionResult[0];\n curEnd = motionResult[1];\n } else {\n curEnd = motionResult;\n }\n // TODO: Handle null returns from motion commands better.\n if (!curEnd) {\n curEnd = Pos(curStart.line, curStart.ch);\n }\n if (vim.visualMode) {\n // Check if the selection crossed over itself. Will need to shift\n // the start point if that happened.\n if (cursorIsBefore(selectionStart, selectionEnd) &&\n (cursorEqual(selectionStart, curEnd) ||\n cursorIsBefore(curEnd, selectionStart))) {\n // The end of the selection has moved from after the start to\n // before the start. We will shift the start right by 1.\n selectionStart.ch += 1;\n } else if (cursorIsBefore(selectionEnd, selectionStart) &&\n (cursorEqual(selectionStart, curEnd) ||\n cursorIsBefore(selectionStart, curEnd))) {\n // The opposite happened. We will shift the start left by 1.\n selectionStart.ch -= 1;\n }\n selectionEnd = curEnd;\n selectionStart = (motionResult instanceof Array) ? curStart : selectionStart;\n if (vim.visualLine) {\n if (cursorIsBefore(selectionStart, selectionEnd)) {\n selectionStart.ch = 0;\n\n var lastLine = cm.lastLine();\n if (selectionEnd.line > lastLine) {\n selectionEnd.line = lastLine;\n }\n selectionEnd.ch = lineLength(cm, selectionEnd.line);\n } else {\n selectionEnd.ch = 0;\n selectionStart.ch = lineLength(cm, selectionStart.line);\n }\n }\n cm.setSelection(selectionStart, selectionEnd);\n updateMark(cm, vim, '<',\n cursorIsBefore(selectionStart, selectionEnd) ? selectionStart\n : selectionEnd);\n updateMark(cm, vim, '>',\n cursorIsBefore(selectionStart, selectionEnd) ? selectionEnd\n : selectionStart);\n } else if (!operator) {\n curEnd = clipCursorToContent(cm, curEnd);\n cm.setCursor(curEnd.line, curEnd.ch);\n }\n }\n\n if (operator) {\n var inverted = false;\n vim.lastMotion = null;\n operatorArgs.repeat = repeat; // Indent in visual mode needs this.\n if (vim.visualMode) {\n curStart = selectionStart;\n curEnd = selectionEnd;\n motionArgs.inclusive = true;\n }\n // Swap start and end if motion was backward.\n if (curEnd && cursorIsBefore(curEnd, curStart)) {\n var tmp = curStart;\n curStart = curEnd;\n curEnd = tmp;\n inverted = true;\n } else if (!curEnd) {\n curEnd = copyCursor(curStart);\n }\n if (motionArgs.inclusive && !(vim.visualMode && inverted)) {\n // Move the selection end one to the right to include the last\n // character.\n curEnd.ch++;\n }\n if (operatorArgs.selOffset) {\n // Replaying a visual mode operation\n curEnd.line = curStart.line + operatorArgs.selOffset.line;\n if (operatorArgs.selOffset.line) {curEnd.ch = operatorArgs.selOffset.ch; }\n else { curEnd.ch = curStart.ch + operatorArgs.selOffset.ch; }\n } else if (vim.visualMode) {\n var selOffset = Pos();\n selOffset.line = curEnd.line - curStart.line;\n if (selOffset.line) { selOffset.ch = curEnd.ch; }\n else { selOffset.ch = curEnd.ch - curStart.ch; }\n operatorArgs.selOffset = selOffset;\n }\n var linewise = motionArgs.linewise ||\n (vim.visualMode && vim.visualLine) ||\n operatorArgs.linewise;\n if (linewise) {\n // Expand selection to entire line.\n expandSelectionToLine(cm, curStart, curEnd);\n } else if (motionArgs.forward) {\n // Clip to trailing newlines only if the motion goes forward.\n clipToLine(cm, curStart, curEnd);\n }\n operatorArgs.registerName = registerName;\n // Keep track of linewise as it affects how paste and change behave.\n operatorArgs.linewise = linewise;\n operators[operator](cm, operatorArgs, vim, curStart,\n curEnd, curOriginal);\n if (vim.visualMode) {\n exitVisualMode(cm);\n }\n }\n },\n recordLastEdit: function(vim, inputState, actionCommand) {\n var macroModeState = vimGlobalState.macroModeState;\n if (macroModeState.isPlaying) { return; }\n vim.lastEditInputState = inputState;\n vim.lastEditActionCommand = actionCommand;\n macroModeState.lastInsertModeChanges.changes = [];\n macroModeState.lastInsertModeChanges.expectCursorActivityForChange = false;\n }\n };\n\n /**\n * typedef {Object{line:number,ch:number}} Cursor An object containing the\n * position of the cursor.\n */\n // All of the functions below return Cursor objects.\n var motions = {\n moveToTopLine: function(cm, motionArgs) {\n var line = getUserVisibleLines(cm).top + motionArgs.repeat -1;\n return Pos(line, findFirstNonWhiteSpaceCharacter(cm.getLine(line)));\n },\n moveToMiddleLine: function(cm) {\n var range = getUserVisibleLines(cm);\n var line = Math.floor((range.top + range.bottom) * 0.5);\n return Pos(line, findFirstNonWhiteSpaceCharacter(cm.getLine(line)));\n },\n moveToBottomLine: function(cm, motionArgs) {\n var line = getUserVisibleLines(cm).bottom - motionArgs.repeat +1;\n return Pos(line, findFirstNonWhiteSpaceCharacter(cm.getLine(line)));\n },\n expandToLine: function(cm, motionArgs) {\n // Expands forward to end of line, and then to next line if repeat is\n // >1. Does not handle backward motion!\n var cur = cm.getCursor();\n return Pos(cur.line + motionArgs.repeat - 1, Infinity);\n },\n findNext: function(cm, motionArgs) {\n var state = getSearchState(cm);\n var query = state.getQuery();\n if (!query) {\n return;\n }\n var prev = !motionArgs.forward;\n // If search is initiated with ? instead of /, negate direction.\n prev = (state.isReversed()) ? !prev : prev;\n highlightSearchMatches(cm, query);\n return findNext(cm, prev/** prev */, query, motionArgs.repeat);\n },\n goToMark: function(cm, motionArgs, vim) {\n var mark = vim.marks[motionArgs.selectedCharacter];\n if (mark) {\n var pos = mark.find();\n return motionArgs.linewise ? { line: pos.line, ch: findFirstNonWhiteSpaceCharacter(cm.getLine(pos.line)) } : pos;\n }\n return null;\n },\n moveToOtherHighlightedEnd: function(cm) {\n var curEnd = copyCursor(cm.getCursor('head'));\n var curStart = copyCursor(cm.getCursor('anchor'));\n if (cursorIsBefore(curStart, curEnd)) {\n curEnd.ch += 1;\n } else if (cursorIsBefore(curEnd, curStart)) {\n curStart.ch -= 1;\n }\n return ([curEnd,curStart]);\n },\n jumpToMark: function(cm, motionArgs, vim) {\n var best = cm.getCursor();\n for (var i = 0; i < motionArgs.repeat; i++) {\n var cursor = best;\n for (var key in vim.marks) {\n if (!isLowerCase(key)) {\n continue;\n }\n var mark = vim.marks[key].find();\n var isWrongDirection = (motionArgs.forward) ?\n cursorIsBefore(mark, cursor) : cursorIsBefore(cursor, mark);\n\n if (isWrongDirection) {\n continue;\n }\n if (motionArgs.linewise && (mark.line == cursor.line)) {\n continue;\n }\n\n var equal = cursorEqual(cursor, best);\n var between = (motionArgs.forward) ?\n cusrorIsBetween(cursor, mark, best) :\n cusrorIsBetween(best, mark, cursor);\n\n if (equal || between) {\n best = mark;\n }\n }\n }\n\n if (motionArgs.linewise) {\n // Vim places the cursor on the first non-whitespace character of\n // the line if there is one, else it places the cursor at the end\n // of the line, regardless of whether a mark was found.\n best = Pos(best.line, findFirstNonWhiteSpaceCharacter(cm.getLine(best.line)));\n }\n return best;\n },\n moveByCharacters: function(cm, motionArgs) {\n var cur = cm.getCursor();\n var repeat = motionArgs.repeat;\n var ch = motionArgs.forward ? cur.ch + repeat : cur.ch - repeat;\n return Pos(cur.line, ch);\n },\n moveByLines: function(cm, motionArgs, vim) {\n var cur = cm.getCursor();\n var endCh = cur.ch;\n // Depending what our last motion was, we may want to do different\n // things. If our last motion was moving vertically, we want to\n // preserve the HPos from our last horizontal move. If our last motion\n // was going to the end of a line, moving vertically we should go to\n // the end of the line, etc.\n switch (vim.lastMotion) {\n case this.moveByLines:\n case this.moveByDisplayLines:\n case this.moveByScroll:\n case this.moveToColumn:\n case this.moveToEol:\n endCh = vim.lastHPos;\n break;\n default:\n vim.lastHPos = endCh;\n }\n var repeat = motionArgs.repeat+(motionArgs.repeatOffset||0);\n var line = motionArgs.forward ? cur.line + repeat : cur.line - repeat;\n var first = cm.firstLine();\n var last = cm.lastLine();\n // Vim cancels linewise motions that start on an edge and move beyond\n // that edge. It does not cancel motions that do not start on an edge.\n if ((line < first && cur.line == first) ||\n (line > last && cur.line == last)) {\n return;\n }\n if (motionArgs.toFirstChar){\n endCh=findFirstNonWhiteSpaceCharacter(cm.getLine(line));\n vim.lastHPos = endCh;\n }\n vim.lastHSPos = cm.charCoords(Pos(line, endCh),'div').left;\n return Pos(line, endCh);\n },\n moveByDisplayLines: function(cm, motionArgs, vim) {\n var cur = cm.getCursor();\n switch (vim.lastMotion) {\n case this.moveByDisplayLines:\n case this.moveByScroll:\n case this.moveByLines:\n case this.moveToColumn:\n case this.moveToEol:\n break;\n default:\n vim.lastHSPos = cm.charCoords(cur,'div').left;\n }\n var repeat = motionArgs.repeat;\n var res=cm.findPosV(cur,(motionArgs.forward ? repeat : -repeat),'line',vim.lastHSPos);\n if (res.hitSide) {\n if (motionArgs.forward) {\n var lastCharCoords = cm.charCoords(res, 'div');\n var goalCoords = { top: lastCharCoords.top + 8, left: vim.lastHSPos };\n var res = cm.coordsChar(goalCoords, 'div');\n } else {\n var resCoords = cm.charCoords(Pos(cm.firstLine(), 0), 'div');\n resCoords.left = vim.lastHSPos;\n res = cm.coordsChar(resCoords, 'div');\n }\n }\n vim.lastHPos = res.ch;\n return res;\n },\n moveByPage: function(cm, motionArgs) {\n // CodeMirror only exposes functions that move the cursor page down, so\n // doing this bad hack to move the cursor and move it back. evalInput\n // will move the cursor to where it should be in the end.\n var curStart = cm.getCursor();\n var repeat = motionArgs.repeat;\n return cm.findPosV(curStart, (motionArgs.forward ? repeat : -repeat), 'page');\n },\n moveByParagraph: function(cm, motionArgs) {\n var line = cm.getCursor().line;\n var repeat = motionArgs.repeat;\n var inc = motionArgs.forward ? 1 : -1;\n for (var i = 0; i < repeat; i++) {\n if ((!motionArgs.forward && line === cm.firstLine() ) ||\n (motionArgs.forward && line == cm.lastLine())) {\n break;\n }\n line += inc;\n while (line !== cm.firstLine() && line != cm.lastLine() && cm.getLine(line)) {\n line += inc;\n }\n }\n return Pos(line, 0);\n },\n moveByScroll: function(cm, motionArgs, vim) {\n var scrollbox = cm.getScrollInfo();\n var curEnd = null;\n var repeat = motionArgs.repeat;\n if (!repeat) {\n repeat = scrollbox.clientHeight / (2 * cm.defaultTextHeight());\n }\n var orig = cm.charCoords(cm.getCursor(), 'local');\n motionArgs.repeat = repeat;\n var curEnd = motions.moveByDisplayLines(cm, motionArgs, vim);\n if (!curEnd) {\n return null;\n }\n var dest = cm.charCoords(curEnd, 'local');\n cm.scrollTo(null, scrollbox.top + dest.top - orig.top);\n return curEnd;\n },\n moveByWords: function(cm, motionArgs) {\n return moveToWord(cm, motionArgs.repeat, !!motionArgs.forward,\n !!motionArgs.wordEnd, !!motionArgs.bigWord);\n },\n moveTillCharacter: function(cm, motionArgs) {\n var repeat = motionArgs.repeat;\n var curEnd = moveToCharacter(cm, repeat, motionArgs.forward,\n motionArgs.selectedCharacter);\n var increment = motionArgs.forward ? -1 : 1;\n recordLastCharacterSearch(increment, motionArgs);\n if (!curEnd) return null;\n curEnd.ch += increment;\n return curEnd;\n },\n moveToCharacter: function(cm, motionArgs) {\n var repeat = motionArgs.repeat;\n recordLastCharacterSearch(0, motionArgs);\n return moveToCharacter(cm, repeat, motionArgs.forward,\n motionArgs.selectedCharacter) || cm.getCursor();\n },\n moveToSymbol: function(cm, motionArgs) {\n var repeat = motionArgs.repeat;\n return findSymbol(cm, repeat, motionArgs.forward,\n motionArgs.selectedCharacter) || cm.getCursor();\n },\n moveToColumn: function(cm, motionArgs, vim) {\n var repeat = motionArgs.repeat;\n // repeat is equivalent to which column we want to move to!\n vim.lastHPos = repeat - 1;\n vim.lastHSPos = cm.charCoords(cm.getCursor(),'div').left;\n return moveToColumn(cm, repeat);\n },\n moveToEol: function(cm, motionArgs, vim) {\n var cur = cm.getCursor();\n vim.lastHPos = Infinity;\n var retval= Pos(cur.line + motionArgs.repeat - 1, Infinity);\n var end=cm.clipPos(retval);\n end.ch--;\n vim.lastHSPos = cm.charCoords(end,'div').left;\n return retval;\n },\n moveToFirstNonWhiteSpaceCharacter: function(cm) {\n // Go to the start of the line where the text begins, or the end for\n // whitespace-only lines\n var cursor = cm.getCursor();\n return Pos(cursor.line,\n findFirstNonWhiteSpaceCharacter(cm.getLine(cursor.line)));\n },\n moveToMatchedSymbol: function(cm) {\n var cursor = cm.getCursor();\n var line = cursor.line;\n var ch = cursor.ch;\n var lineText = cm.getLine(line);\n var symbol;\n do {\n symbol = lineText.charAt(ch++);\n if (symbol && isMatchableSymbol(symbol)) {\n var style = cm.getTokenTypeAt(Pos(line, ch));\n if (style !== \"string\" && style !== \"comment\") {\n break;\n }\n }\n } while (symbol);\n if (symbol) {\n var matched = cm.findMatchingBracket(Pos(line, ch));\n return matched.to;\n } else {\n return cursor;\n }\n },\n moveToStartOfLine: function(cm) {\n var cursor = cm.getCursor();\n return Pos(cursor.line, 0);\n },\n moveToLineOrEdgeOfDocument: function(cm, motionArgs) {\n var lineNum = motionArgs.forward ? cm.lastLine() : cm.firstLine();\n if (motionArgs.repeatIsExplicit) {\n lineNum = motionArgs.repeat - cm.getOption('firstLineNumber');\n }\n return Pos(lineNum,\n findFirstNonWhiteSpaceCharacter(cm.getLine(lineNum)));\n },\n textObjectManipulation: function(cm, motionArgs) {\n // TODO: lots of possible exceptions that can be thrown here. Try da(\n // outside of a () block.\n\n // TODO: adding <> >< to this map doesn't work, presumably because\n // they're operators\n var mirroredPairs = {'(': ')', ')': '(',\n '{': '}', '}': '{',\n '[': ']', ']': '['};\n var selfPaired = {'\\'': true, '\"': true};\n\n var character = motionArgs.selectedCharacter;\n // 'b' refers to '()' block.\n // 'B' refers to '{}' block.\n if (character == 'b') {\n character = '(';\n } else if (character == 'B') {\n character = '{';\n }\n\n // Inclusive is the difference between a and i\n // TODO: Instead of using the additional text object map to perform text\n // object operations, merge the map into the defaultKeyMap and use\n // motionArgs to define behavior. Define separate entries for 'aw',\n // 'iw', 'a[', 'i[', etc.\n var inclusive = !motionArgs.textObjectInner;\n\n var tmp;\n if (mirroredPairs[character]) {\n tmp = selectCompanionObject(cm, character, inclusive);\n } else if (selfPaired[character]) {\n tmp = findBeginningAndEnd(cm, character, inclusive);\n } else if (character === 'W') {\n tmp = expandWordUnderCursor(cm, inclusive, true /** forward */,\n true /** bigWord */);\n } else if (character === 'w') {\n tmp = expandWordUnderCursor(cm, inclusive, true /** forward */,\n false /** bigWord */);\n } else {\n // No text object defined for this, don't move.\n return null;\n }\n\n return [tmp.start, tmp.end];\n },\n\n repeatLastCharacterSearch: function(cm, motionArgs) {\n var lastSearch = vimGlobalState.lastChararacterSearch;\n var repeat = motionArgs.repeat;\n var forward = motionArgs.forward === lastSearch.forward;\n var increment = (lastSearch.increment ? 1 : 0) * (forward ? -1 : 1);\n cm.moveH(-increment, 'char');\n motionArgs.inclusive = forward ? true : false;\n var curEnd = moveToCharacter(cm, repeat, forward, lastSearch.selectedCharacter);\n if (!curEnd) {\n cm.moveH(increment, 'char');\n return cm.getCursor();\n }\n curEnd.ch += increment;\n return curEnd;\n }\n };\n\n var operators = {\n change: function(cm, operatorArgs, _vim, curStart, curEnd) {\n vimGlobalState.registerController.pushText(\n operatorArgs.registerName, 'change', cm.getRange(curStart, curEnd),\n operatorArgs.linewise);\n if (operatorArgs.linewise) {\n // Push the next line back down, if there is a next line.\n var replacement = curEnd.line > cm.lastLine() ? '' : '\\n';\n cm.replaceRange(replacement, curStart, curEnd);\n cm.indentLine(curStart.line, 'smart');\n // null ch so setCursor moves to end of line.\n curStart.ch = null;\n } else {\n // Exclude trailing whitespace if the range is not all whitespace.\n var text = cm.getRange(curStart, curEnd);\n if (!isWhiteSpaceString(text)) {\n var match = (/\\s+$/).exec(text);\n if (match) {\n curEnd = offsetCursor(curEnd, 0, - match[0].length);\n }\n }\n cm.replaceRange('', curStart, curEnd);\n }\n actions.enterInsertMode(cm, {}, cm.state.vim);\n cm.setCursor(curStart);\n },\n // delete is a javascript keyword.\n 'delete': function(cm, operatorArgs, _vim, curStart, curEnd) {\n // If the ending line is past the last line, inclusive, instead of\n // including the trailing \\n, include the \\n before the starting line\n if (operatorArgs.linewise &&\n curEnd.line > cm.lastLine() && curStart.line > cm.firstLine()) {\n curStart.line--;\n curStart.ch = lineLength(cm, curStart.line);\n }\n vimGlobalState.registerController.pushText(\n operatorArgs.registerName, 'delete', cm.getRange(curStart, curEnd),\n operatorArgs.linewise);\n cm.replaceRange('', curStart, curEnd);\n if (operatorArgs.linewise) {\n cm.setCursor(motions.moveToFirstNonWhiteSpaceCharacter(cm));\n } else {\n cm.setCursor(curStart);\n }\n },\n indent: function(cm, operatorArgs, vim, curStart, curEnd) {\n var startLine = curStart.line;\n var endLine = curEnd.line;\n // In visual mode, n> shifts the selection right n times, instead of\n // shifting n lines right once.\n var repeat = (vim.visualMode) ? operatorArgs.repeat : 1;\n if (operatorArgs.linewise) {\n // The only way to delete a newline is to delete until the start of\n // the next line, so in linewise mode evalInput will include the next\n // line. We don't want this in indent, so we go back a line.\n endLine--;\n }\n for (var i = startLine; i <= endLine; i++) {\n for (var j = 0; j < repeat; j++) {\n cm.indentLine(i, operatorArgs.indentRight);\n }\n }\n cm.setCursor(curStart);\n cm.setCursor(motions.moveToFirstNonWhiteSpaceCharacter(cm));\n },\n swapcase: function(cm, operatorArgs, _vim, curStart, curEnd, curOriginal) {\n var toSwap = cm.getRange(curStart, curEnd);\n var swapped = '';\n for (var i = 0; i < toSwap.length; i++) {\n var character = toSwap.charAt(i);\n swapped += isUpperCase(character) ? character.toLowerCase() :\n character.toUpperCase();\n }\n cm.replaceRange(swapped, curStart, curEnd);\n if (!operatorArgs.shouldMoveCursor) {\n cm.setCursor(curOriginal);\n }\n },\n yank: function(cm, operatorArgs, _vim, curStart, curEnd, curOriginal) {\n vimGlobalState.registerController.pushText(\n operatorArgs.registerName, 'yank',\n cm.getRange(curStart, curEnd), operatorArgs.linewise);\n cm.setCursor(curOriginal);\n }\n };\n\n var actions = {\n jumpListWalk: function(cm, actionArgs, vim) {\n if (vim.visualMode) {\n return;\n }\n var repeat = actionArgs.repeat;\n var forward = actionArgs.forward;\n var jumpList = vimGlobalState.jumpList;\n\n var mark = jumpList.move(cm, forward ? repeat : -repeat);\n var markPos = mark ? mark.find() : undefined;\n markPos = markPos ? markPos : cm.getCursor();\n cm.setCursor(markPos);\n },\n scroll: function(cm, actionArgs, vim) {\n if (vim.visualMode) {\n return;\n }\n var repeat = actionArgs.repeat || 1;\n var lineHeight = cm.defaultTextHeight();\n var top = cm.getScrollInfo().top;\n var delta = lineHeight * repeat;\n var newPos = actionArgs.forward ? top + delta : top - delta;\n var cursor = copyCursor(cm.getCursor());\n var cursorCoords = cm.charCoords(cursor, 'local');\n if (actionArgs.forward) {\n if (newPos > cursorCoords.top) {\n cursor.line += (newPos - cursorCoords.top) / lineHeight;\n cursor.line = Math.ceil(cursor.line);\n cm.setCursor(cursor);\n cursorCoords = cm.charCoords(cursor, 'local');\n cm.scrollTo(null, cursorCoords.top);\n } else {\n // Cursor stays within bounds. Just reposition the scroll window.\n cm.scrollTo(null, newPos);\n }\n } else {\n var newBottom = newPos + cm.getScrollInfo().clientHeight;\n if (newBottom < cursorCoords.bottom) {\n cursor.line -= (cursorCoords.bottom - newBottom) / lineHeight;\n cursor.line = Math.floor(cursor.line);\n cm.setCursor(cursor);\n cursorCoords = cm.charCoords(cursor, 'local');\n cm.scrollTo(\n null, cursorCoords.bottom - cm.getScrollInfo().clientHeight);\n } else {\n // Cursor stays within bounds. Just reposition the scroll window.\n cm.scrollTo(null, newPos);\n }\n }\n },\n scrollToCursor: function(cm, actionArgs) {\n var lineNum = cm.getCursor().line;\n var charCoords = cm.charCoords(Pos(lineNum, 0), 'local');\n var height = cm.getScrollInfo().clientHeight;\n var y = charCoords.top;\n var lineHeight = charCoords.bottom - y;\n switch (actionArgs.position) {\n case 'center': y = y - (height / 2) + lineHeight;\n break;\n case 'bottom': y = y - height + lineHeight*1.4;\n break;\n case 'top': y = y + lineHeight*0.4;\n break;\n }\n cm.scrollTo(null, y);\n },\n replayMacro: function(cm, actionArgs, vim) {\n var registerName = actionArgs.selectedCharacter;\n var repeat = actionArgs.repeat;\n var macroModeState = vimGlobalState.macroModeState;\n if (registerName == '@') {\n registerName = macroModeState.latestRegister;\n }\n while(repeat--){\n executeMacroRegister(cm, vim, macroModeState, registerName);\n }\n },\n enterMacroRecordMode: function(cm, actionArgs) {\n var macroModeState = vimGlobalState.macroModeState;\n var registerName = actionArgs.selectedCharacter;\n macroModeState.enterMacroRecordMode(cm, registerName);\n },\n enterInsertMode: function(cm, actionArgs, vim) {\n if (cm.getOption('readOnly')) { return; }\n vim.insertMode = true;\n vim.insertModeRepeat = actionArgs && actionArgs.repeat || 1;\n var insertAt = (actionArgs) ? actionArgs.insertAt : null;\n if (insertAt == 'eol') {\n var cursor = cm.getCursor();\n cursor = Pos(cursor.line, lineLength(cm, cursor.line));\n cm.setCursor(cursor);\n } else if (insertAt == 'charAfter') {\n cm.setCursor(offsetCursor(cm.getCursor(), 0, 1));\n } else if (insertAt == 'firstNonBlank') {\n cm.setCursor(motions.moveToFirstNonWhiteSpaceCharacter(cm));\n }\n cm.setOption('keyMap', 'vim-insert');\n cm.setOption('disableInput', false);\n if (actionArgs && actionArgs.replace) {\n // Handle Replace-mode as a special case of insert mode.\n cm.toggleOverwrite(true);\n cm.setOption('keyMap', 'vim-replace');\n CodeMirror.signal(cm, \"vim-mode-change\", {mode: \"replace\"});\n } else {\n cm.setOption('keyMap', 'vim-insert');\n CodeMirror.signal(cm, \"vim-mode-change\", {mode: \"insert\"});\n }\n if (!vimGlobalState.macroModeState.isPlaying) {\n // Only record if not replaying.\n cm.on('change', onChange);\n CodeMirror.on(cm.getInputField(), 'keydown', onKeyEventTargetKeyDown);\n }\n },\n toggleVisualMode: function(cm, actionArgs, vim) {\n var repeat = actionArgs.repeat;\n var curStart = cm.getCursor();\n var curEnd;\n // TODO: The repeat should actually select number of characters/lines\n // equal to the repeat times the size of the previous visual\n // operation.\n if (!vim.visualMode) {\n cm.on('mousedown', exitVisualMode);\n vim.visualMode = true;\n vim.visualLine = !!actionArgs.linewise;\n if (vim.visualLine) {\n curStart.ch = 0;\n curEnd = clipCursorToContent(\n cm, Pos(curStart.line + repeat - 1, lineLength(cm, curStart.line)),\n true /** includeLineBreak */);\n } else {\n curEnd = clipCursorToContent(\n cm, Pos(curStart.line, curStart.ch + repeat),\n true /** includeLineBreak */);\n }\n // Make the initial selection.\n if (!actionArgs.repeatIsExplicit && !vim.visualLine) {\n // This is a strange case. Here the implicit repeat is 1. The\n // following commands lets the cursor hover over the 1 character\n // selection.\n cm.setCursor(curEnd);\n cm.setSelection(curEnd, curStart);\n } else {\n cm.setSelection(curStart, curEnd);\n }\n CodeMirror.signal(cm, \"vim-mode-change\", {mode: \"visual\", subMode: vim.visualLine ? \"linewise\" : \"\"});\n } else {\n curStart = cm.getCursor('anchor');\n curEnd = cm.getCursor('head');\n if (!vim.visualLine && actionArgs.linewise) {\n // Shift-V pressed in characterwise visual mode. Switch to linewise\n // visual mode instead of exiting visual mode.\n vim.visualLine = true;\n curStart.ch = cursorIsBefore(curStart, curEnd) ? 0 :\n lineLength(cm, curStart.line);\n curEnd.ch = cursorIsBefore(curStart, curEnd) ?\n lineLength(cm, curEnd.line) : 0;\n cm.setSelection(curStart, curEnd);\n CodeMirror.signal(cm, \"vim-mode-change\", {mode: \"visual\", subMode: \"linewise\"});\n } else if (vim.visualLine && !actionArgs.linewise) {\n // v pressed in linewise visual mode. Switch to characterwise visual\n // mode instead of exiting visual mode.\n vim.visualLine = false;\n CodeMirror.signal(cm, \"vim-mode-change\", {mode: \"visual\"});\n } else {\n exitVisualMode(cm);\n }\n }\n updateMark(cm, vim, '<', cursorIsBefore(curStart, curEnd) ? curStart\n : curEnd);\n updateMark(cm, vim, '>', cursorIsBefore(curStart, curEnd) ? curEnd\n : curStart);\n },\n reselectLastSelection: function(cm, _actionArgs, vim) {\n if (vim.lastSelection) {\n var lastSelection = vim.lastSelection;\n cm.setSelection(lastSelection.curStart, lastSelection.curEnd);\n if (lastSelection.visualLine) {\n vim.visualMode = true;\n vim.visualLine = true;\n }\n else {\n vim.visualMode = true;\n vim.visualLine = false;\n }\n CodeMirror.signal(cm, \"vim-mode-change\", {mode: \"visual\", subMode: vim.visualLine ? \"linewise\" : \"\"});\n }\n },\n joinLines: function(cm, actionArgs, vim) {\n var curStart, curEnd;\n if (vim.visualMode) {\n curStart = cm.getCursor('anchor');\n curEnd = cm.getCursor('head');\n curEnd.ch = lineLength(cm, curEnd.line) - 1;\n } else {\n // Repeat is the number of lines to join. Minimum 2 lines.\n var repeat = Math.max(actionArgs.repeat, 2);\n curStart = cm.getCursor();\n curEnd = clipCursorToContent(cm, Pos(curStart.line + repeat - 1,\n Infinity));\n }\n var finalCh = 0;\n cm.operation(function() {\n for (var i = curStart.line; i < curEnd.line; i++) {\n finalCh = lineLength(cm, curStart.line);\n var tmp = Pos(curStart.line + 1,\n lineLength(cm, curStart.line + 1));\n var text = cm.getRange(curStart, tmp);\n text = text.replace(/\\n\\s*/g, ' ');\n cm.replaceRange(text, curStart, tmp);\n }\n var curFinalPos = Pos(curStart.line, finalCh);\n cm.setCursor(curFinalPos);\n });\n },\n newLineAndEnterInsertMode: function(cm, actionArgs, vim) {\n vim.insertMode = true;\n var insertAt = copyCursor(cm.getCursor());\n if (insertAt.line === cm.firstLine() && !actionArgs.after) {\n // Special case for inserting newline before start of document.\n cm.replaceRange('\\n', Pos(cm.firstLine(), 0));\n cm.setCursor(cm.firstLine(), 0);\n } else {\n insertAt.line = (actionArgs.after) ? insertAt.line :\n insertAt.line - 1;\n insertAt.ch = lineLength(cm, insertAt.line);\n cm.setCursor(insertAt);\n var newlineFn = CodeMirror.commands.newlineAndIndentContinueComment ||\n CodeMirror.commands.newlineAndIndent;\n newlineFn(cm);\n }\n this.enterInsertMode(cm, { repeat: actionArgs.repeat }, vim);\n },\n paste: function(cm, actionArgs) {\n var cur = copyCursor(cm.getCursor());\n var register = vimGlobalState.registerController.getRegister(\n actionArgs.registerName);\n var text = register.toString();\n if (!text) {\n return;\n }\n if (actionArgs.matchIndent) {\n // length that considers tabs and cm.options.tabSize\n var whitespaceLength = function(str) {\n var tabs = (str.split(\"\\t\").length - 1);\n var spaces = (str.split(\" \").length - 1);\n return tabs * cm.options.tabSize + spaces * 1;\n };\n var currentLine = cm.getLine(cm.getCursor().line);\n var indent = whitespaceLength(currentLine.match(/^\\s*/)[0]);\n // chomp last newline b/c don't want it to match /^\\s*/gm\n var chompedText = text.replace(/\\n$/, '');\n var wasChomped = text !== chompedText;\n var firstIndent = whitespaceLength(text.match(/^\\s*/)[0]);\n var text = chompedText.replace(/^\\s*/gm, function(wspace) {\n var newIndent = indent + (whitespaceLength(wspace) - firstIndent);\n if (newIndent < 0) {\n return \"\";\n }\n else if (cm.options.indentWithTabs) {\n var quotient = Math.floor(newIndent / cm.options.tabSize);\n return Array(quotient + 1).join('\\t');\n }\n else {\n return Array(newIndent + 1).join(' ');\n }\n });\n text += wasChomped ? \"\\n\" : \"\";\n }\n if (actionArgs.repeat > 1) {\n var text = Array(actionArgs.repeat + 1).join(text);\n }\n var linewise = register.linewise;\n if (linewise) {\n if (actionArgs.after) {\n // Move the newline at the end to the start instead, and paste just\n // before the newline character of the line we are on right now.\n text = '\\n' + text.slice(0, text.length - 1);\n cur.ch = lineLength(cm, cur.line);\n } else {\n cur.ch = 0;\n }\n } else {\n cur.ch += actionArgs.after ? 1 : 0;\n }\n cm.replaceRange(text, cur);\n // Now fine tune the cursor to where we want it.\n var curPosFinal;\n var idx;\n if (linewise && actionArgs.after) {\n curPosFinal = Pos(\n cur.line + 1,\n findFirstNonWhiteSpaceCharacter(cm.getLine(cur.line + 1)));\n } else if (linewise && !actionArgs.after) {\n curPosFinal = Pos(\n cur.line,\n findFirstNonWhiteSpaceCharacter(cm.getLine(cur.line)));\n } else if (!linewise && actionArgs.after) {\n idx = cm.indexFromPos(cur);\n curPosFinal = cm.posFromIndex(idx + text.length - 1);\n } else {\n idx = cm.indexFromPos(cur);\n curPosFinal = cm.posFromIndex(idx + text.length);\n }\n cm.setCursor(curPosFinal);\n },\n undo: function(cm, actionArgs) {\n cm.operation(function() {\n repeatFn(cm, CodeMirror.commands.undo, actionArgs.repeat)();\n cm.setCursor(cm.getCursor('anchor'));\n });\n },\n redo: function(cm, actionArgs) {\n repeatFn(cm, CodeMirror.commands.redo, actionArgs.repeat)();\n },\n setRegister: function(_cm, actionArgs, vim) {\n vim.inputState.registerName = actionArgs.selectedCharacter;\n },\n setMark: function(cm, actionArgs, vim) {\n var markName = actionArgs.selectedCharacter;\n updateMark(cm, vim, markName, cm.getCursor());\n },\n replace: function(cm, actionArgs, vim) {\n var replaceWith = actionArgs.selectedCharacter;\n var curStart = cm.getCursor();\n var replaceTo;\n var curEnd;\n if (vim.visualMode){\n curStart=cm.getCursor('start');\n curEnd=cm.getCursor('end');\n // workaround to catch the character under the cursor\n // existing workaround doesn't cover actions\n curEnd=cm.clipPos(Pos(curEnd.line, curEnd.ch+1));\n }else{\n var line = cm.getLine(curStart.line);\n replaceTo = curStart.ch + actionArgs.repeat;\n if (replaceTo > line.length) {\n replaceTo=line.length;\n }\n curEnd = Pos(curStart.line, replaceTo);\n }\n if (replaceWith=='\\n'){\n if (!vim.visualMode) cm.replaceRange('', curStart, curEnd);\n // special case, where vim help says to replace by just one line-break\n (CodeMirror.commands.newlineAndIndentContinueComment || CodeMirror.commands.newlineAndIndent)(cm);\n }else {\n var replaceWithStr=cm.getRange(curStart, curEnd);\n //replace all characters in range by selected, but keep linebreaks\n replaceWithStr=replaceWithStr.replace(/[^\\n]/g,replaceWith);\n cm.replaceRange(replaceWithStr, curStart, curEnd);\n if (vim.visualMode){\n cm.setCursor(curStart);\n exitVisualMode(cm);\n }else{\n cm.setCursor(offsetCursor(curEnd, 0, -1));\n }\n }\n },\n incrementNumberToken: function(cm, actionArgs) {\n var cur = cm.getCursor();\n var lineStr = cm.getLine(cur.line);\n var re = /-?\\d+/g;\n var match;\n var start;\n var end;\n var numberStr;\n var token;\n while ((match = re.exec(lineStr)) !== null) {\n token = match[0];\n start = match.index;\n end = start + token.length;\n if (cur.ch < end)break;\n }\n if (!actionArgs.backtrack && (end <= cur.ch))return;\n if (token) {\n var increment = actionArgs.increase ? 1 : -1;\n var number = parseInt(token) + (increment * actionArgs.repeat);\n var from = Pos(cur.line, start);\n var to = Pos(cur.line, end);\n numberStr = number.toString();\n cm.replaceRange(numberStr, from, to);\n } else {\n return;\n }\n cm.setCursor(Pos(cur.line, start + numberStr.length - 1));\n },\n repeatLastEdit: function(cm, actionArgs, vim) {\n var lastEditInputState = vim.lastEditInputState;\n if (!lastEditInputState) { return; }\n var repeat = actionArgs.repeat;\n if (repeat && actionArgs.repeatIsExplicit) {\n vim.lastEditInputState.repeatOverride = repeat;\n } else {\n repeat = vim.lastEditInputState.repeatOverride || repeat;\n }\n repeatLastEdit(cm, vim, repeat, false /** repeatForInsert */);\n },\n changeCase: function(cm, actionArgs, vim) {\n var selectedAreaRange = getSelectedAreaRange(cm, vim);\n var selectionStart = selectedAreaRange[0];\n var selectionEnd = selectedAreaRange[1];\n var toLower = actionArgs.toLower;\n if (cursorIsBefore(selectionEnd, selectionStart)) {\n var tmp = selectionStart;\n selectionStart = selectionEnd;\n selectionEnd = tmp;\n } else {\n selectionEnd = cm.clipPos(Pos(selectionEnd.line, selectionEnd.ch+1));\n }\n var text = cm.getRange(selectionStart, selectionEnd);\n cm.replaceRange(toLower ? text.toLowerCase() : text.toUpperCase(), selectionStart, selectionEnd);\n cm.setCursor(selectionStart);\n }\n };\n\n /*\n * Below are miscellaneous utility functions used by vim.js\n */\n\n /**\n * Clips cursor to ensure that line is within the buffer's range\n * If includeLineBreak is true, then allow cur.ch == lineLength.\n */\n function clipCursorToContent(cm, cur, includeLineBreak) {\n var line = Math.min(Math.max(cm.firstLine(), cur.line), cm.lastLine() );\n var maxCh = lineLength(cm, line) - 1;\n maxCh = (includeLineBreak) ? maxCh + 1 : maxCh;\n var ch = Math.min(Math.max(0, cur.ch), maxCh);\n return Pos(line, ch);\n }\n function copyArgs(args) {\n var ret = {};\n for (var prop in args) {\n if (args.hasOwnProperty(prop)) {\n ret[prop] = args[prop];\n }\n }\n return ret;\n }\n function offsetCursor(cur, offsetLine, offsetCh) {\n return Pos(cur.line + offsetLine, cur.ch + offsetCh);\n }\n function matchKeysPartial(pressed, mapped) {\n for (var i = 0; i < pressed.length; i++) {\n // 'character' means any character. For mark, register commads, etc.\n if (pressed[i] != mapped[i] && mapped[i] != 'character') {\n return false;\n }\n }\n return true;\n }\n function repeatFn(cm, fn, repeat) {\n return function() {\n for (var i = 0; i < repeat; i++) {\n fn(cm);\n }\n };\n }\n function copyCursor(cur) {\n return Pos(cur.line, cur.ch);\n }\n function cursorEqual(cur1, cur2) {\n return cur1.ch == cur2.ch && cur1.line == cur2.line;\n }\n function cursorIsBefore(cur1, cur2) {\n if (cur1.line < cur2.line) {\n return true;\n }\n if (cur1.line == cur2.line && cur1.ch < cur2.ch) {\n return true;\n }\n return false;\n }\n function cusrorIsBetween(cur1, cur2, cur3) {\n // returns true if cur2 is between cur1 and cur3.\n var cur1before2 = cursorIsBefore(cur1, cur2);\n var cur2before3 = cursorIsBefore(cur2, cur3);\n return cur1before2 && cur2before3;\n }\n function lineLength(cm, lineNum) {\n return cm.getLine(lineNum).length;\n }\n function reverse(s){\n return s.split('').reverse().join('');\n }\n function trim(s) {\n if (s.trim) {\n return s.trim();\n }\n return s.replace(/^\\s+|\\s+$/g, '');\n }\n function escapeRegex(s) {\n return s.replace(/([.?*+$\\[\\]\\/\\\\(){}|\\-])/g, '\\\\$1');\n }\n function getSelectedAreaRange(cm, vim) {\n var selectionStart = cm.getCursor('anchor');\n var selectionEnd = cm.getCursor('head');\n var lastSelection = vim.lastSelection;\n if (!vim.visualMode) {\n var line = lastSelection.curEnd.line - lastSelection.curStart.line;\n var ch = line ? lastSelection.curEnd.ch : lastSelection.curEnd.ch - lastSelection.curStart.ch;\n selectionEnd = {line: selectionEnd.line + line, ch: line ? selectionEnd.ch : ch + selectionEnd.ch};\n if (lastSelection.visualLine) {\n return [{line: selectionStart.line, ch: 0}, {line: selectionEnd.line, ch: lineLength(cm, selectionEnd.line)}];\n }\n } else {\n exitVisualMode(cm);\n }\n return [selectionStart, selectionEnd];\n }\n\n function exitVisualMode(cm) {\n cm.off('mousedown', exitVisualMode);\n var vim = cm.state.vim;\n // can't use selection state here because yank has already reset its cursor\n vim.lastSelection = {'curStart': vim.marks['<'].find(),\n 'curEnd': vim.marks['>'].find(), 'visualMode': vim.visualMode,\n 'visualLine': vim.visualLine};\n vim.visualMode = false;\n vim.visualLine = false;\n var selectionStart = cm.getCursor('anchor');\n var selectionEnd = cm.getCursor('head');\n if (!cursorEqual(selectionStart, selectionEnd)) {\n // Clear the selection and set the cursor only if the selection has not\n // already been cleared. Otherwise we risk moving the cursor somewhere\n // it's not supposed to be.\n cm.setCursor(clipCursorToContent(cm, selectionEnd));\n }\n CodeMirror.signal(cm, \"vim-mode-change\", {mode: \"normal\"});\n }\n\n // Remove any trailing newlines from the selection. For\n // example, with the caret at the start of the last word on the line,\n // 'dw' should word, but not the newline, while 'w' should advance the\n // caret to the first character of the next line.\n function clipToLine(cm, curStart, curEnd) {\n var selection = cm.getRange(curStart, curEnd);\n // Only clip if the selection ends with trailing newline + whitespace\n if (/\\n\\s*$/.test(selection)) {\n var lines = selection.split('\\n');\n // We know this is all whitepsace.\n lines.pop();\n\n // Cases:\n // 1. Last word is an empty line - do not clip the trailing '\\n'\n // 2. Last word is not an empty line - clip the trailing '\\n'\n var line;\n // Find the line containing the last word, and clip all whitespace up\n // to it.\n for (var line = lines.pop(); lines.length > 0 && line && isWhiteSpaceString(line); line = lines.pop()) {\n curEnd.line--;\n curEnd.ch = 0;\n }\n // If the last word is not an empty line, clip an additional newline\n if (line) {\n curEnd.line--;\n curEnd.ch = lineLength(cm, curEnd.line);\n } else {\n curEnd.ch = 0;\n }\n }\n }\n\n // Expand the selection to line ends.\n function expandSelectionToLine(_cm, curStart, curEnd) {\n curStart.ch = 0;\n curEnd.ch = 0;\n curEnd.line++;\n }\n\n function findFirstNonWhiteSpaceCharacter(text) {\n if (!text) {\n return 0;\n }\n var firstNonWS = text.search(/\\S/);\n return firstNonWS == -1 ? text.length : firstNonWS;\n }\n\n function expandWordUnderCursor(cm, inclusive, _forward, bigWord, noSymbol) {\n var cur = cm.getCursor();\n var line = cm.getLine(cur.line);\n var idx = cur.ch;\n\n // Seek to first word or non-whitespace character, depending on if\n // noSymbol is true.\n var textAfterIdx = line.substring(idx);\n var firstMatchedChar;\n if (noSymbol) {\n firstMatchedChar = textAfterIdx.search(/\\w/);\n } else {\n firstMatchedChar = textAfterIdx.search(/\\S/);\n }\n if (firstMatchedChar == -1) {\n return null;\n }\n idx += firstMatchedChar;\n textAfterIdx = line.substring(idx);\n var textBeforeIdx = line.substring(0, idx);\n\n var matchRegex;\n // Greedy matchers for the \"word\" we are trying to expand.\n if (bigWord) {\n matchRegex = /^\\S+/;\n } else {\n if ((/\\w/).test(line.charAt(idx))) {\n matchRegex = /^\\w+/;\n } else {\n matchRegex = /^[^\\w\\s]+/;\n }\n }\n\n var wordAfterRegex = matchRegex.exec(textAfterIdx);\n var wordStart = idx;\n var wordEnd = idx + wordAfterRegex[0].length;\n // TODO: Find a better way to do this. It will be slow on very long lines.\n var revTextBeforeIdx = reverse(textBeforeIdx);\n var wordBeforeRegex = matchRegex.exec(revTextBeforeIdx);\n if (wordBeforeRegex) {\n wordStart -= wordBeforeRegex[0].length;\n }\n\n if (inclusive) {\n // If present, trim all whitespace after word.\n // Otherwise, trim all whitespace before word.\n var textAfterWordEnd = line.substring(wordEnd);\n var whitespacesAfterWord = textAfterWordEnd.match(/^\\s*/)[0].length;\n if (whitespacesAfterWord > 0) {\n wordEnd += whitespacesAfterWord;\n } else {\n var revTrim = revTextBeforeIdx.length - wordStart;\n var textBeforeWordStart = revTextBeforeIdx.substring(revTrim);\n var whitespacesBeforeWord = textBeforeWordStart.match(/^\\s*/)[0].length;\n wordStart -= whitespacesBeforeWord;\n }\n }\n\n return { start: Pos(cur.line, wordStart),\n end: Pos(cur.line, wordEnd) };\n }\n\n function recordJumpPosition(cm, oldCur, newCur) {\n if (!cursorEqual(oldCur, newCur)) {\n vimGlobalState.jumpList.add(cm, oldCur, newCur);\n }\n }\n\n function recordLastCharacterSearch(increment, args) {\n vimGlobalState.lastChararacterSearch.increment = increment;\n vimGlobalState.lastChararacterSearch.forward = args.forward;\n vimGlobalState.lastChararacterSearch.selectedCharacter = args.selectedCharacter;\n }\n\n var symbolToMode = {\n '(': 'bracket', ')': 'bracket', '{': 'bracket', '}': 'bracket',\n '[': 'section', ']': 'section',\n '*': 'comment', '/': 'comment',\n 'm': 'method', 'M': 'method',\n '#': 'preprocess'\n };\n var findSymbolModes = {\n bracket: {\n isComplete: function(state) {\n if (state.nextCh === state.symb) {\n state.depth++;\n if (state.depth >= 1)return true;\n } else if (state.nextCh === state.reverseSymb) {\n state.depth--;\n }\n return false;\n }\n },\n section: {\n init: function(state) {\n state.curMoveThrough = true;\n state.symb = (state.forward ? ']' : '[') === state.symb ? '{' : '}';\n },\n isComplete: function(state) {\n return state.index === 0 && state.nextCh === state.symb;\n }\n },\n comment: {\n isComplete: function(state) {\n var found = state.lastCh === '*' && state.nextCh === '/';\n state.lastCh = state.nextCh;\n return found;\n }\n },\n // TODO: The original Vim implementation only operates on level 1 and 2.\n // The current implementation doesn't check for code block level and\n // therefore it operates on any levels.\n method: {\n init: function(state) {\n state.symb = (state.symb === 'm' ? '{' : '}');\n state.reverseSymb = state.symb === '{' ? '}' : '{';\n },\n isComplete: function(state) {\n if (state.nextCh === state.symb)return true;\n return false;\n }\n },\n preprocess: {\n init: function(state) {\n state.index = 0;\n },\n isComplete: function(state) {\n if (state.nextCh === '#') {\n var token = state.lineText.match(/#(\\w+)/)[1];\n if (token === 'endif') {\n if (state.forward && state.depth === 0) {\n return true;\n }\n state.depth++;\n } else if (token === 'if') {\n if (!state.forward && state.depth === 0) {\n return true;\n }\n state.depth--;\n }\n if (token === 'else' && state.depth === 0)return true;\n }\n return false;\n }\n }\n };\n function findSymbol(cm, repeat, forward, symb) {\n var cur = copyCursor(cm.getCursor());\n var increment = forward ? 1 : -1;\n var endLine = forward ? cm.lineCount() : -1;\n var curCh = cur.ch;\n var line = cur.line;\n var lineText = cm.getLine(line);\n var state = {\n lineText: lineText,\n nextCh: lineText.charAt(curCh),\n lastCh: null,\n index: curCh,\n symb: symb,\n reverseSymb: (forward ? { ')': '(', '}': '{' } : { '(': ')', '{': '}' })[symb],\n forward: forward,\n depth: 0,\n curMoveThrough: false\n };\n var mode = symbolToMode[symb];\n if (!mode)return cur;\n var init = findSymbolModes[mode].init;\n var isComplete = findSymbolModes[mode].isComplete;\n if (init) { init(state); }\n while (line !== endLine && repeat) {\n state.index += increment;\n state.nextCh = state.lineText.charAt(state.index);\n if (!state.nextCh) {\n line += increment;\n state.lineText = cm.getLine(line) || '';\n if (increment > 0) {\n state.index = 0;\n } else {\n var lineLen = state.lineText.length;\n state.index = (lineLen > 0) ? (lineLen-1) : 0;\n }\n state.nextCh = state.lineText.charAt(state.index);\n }\n if (isComplete(state)) {\n cur.line = line;\n cur.ch = state.index;\n repeat--;\n }\n }\n if (state.nextCh || state.curMoveThrough) {\n return Pos(line, state.index);\n }\n return cur;\n }\n\n /*\n * Returns the boundaries of the next word. If the cursor in the middle of\n * the word, then returns the boundaries of the current word, starting at\n * the cursor. If the cursor is at the start/end of a word, and we are going\n * forward/backward, respectively, find the boundaries of the next word.\n *\n * @param {CodeMirror} cm CodeMirror object.\n * @param {Cursor} cur The cursor position.\n * @param {boolean} forward True to search forward. False to search\n * backward.\n * @param {boolean} bigWord True if punctuation count as part of the word.\n * False if only [a-zA-Z0-9] characters count as part of the word.\n * @param {boolean} emptyLineIsWord True if empty lines should be treated\n * as words.\n * @return {Object{from:number, to:number, line: number}} The boundaries of\n * the word, or null if there are no more words.\n */\n function findWord(cm, cur, forward, bigWord, emptyLineIsWord) {\n var lineNum = cur.line;\n var pos = cur.ch;\n var line = cm.getLine(lineNum);\n var dir = forward ? 1 : -1;\n var regexps = bigWord ? bigWordRegexp : wordRegexp;\n\n if (emptyLineIsWord && line == '') {\n lineNum += dir;\n line = cm.getLine(lineNum);\n if (!isLine(cm, lineNum)) {\n return null;\n }\n pos = (forward) ? 0 : line.length;\n }\n\n while (true) {\n if (emptyLineIsWord && line == '') {\n return { from: 0, to: 0, line: lineNum };\n }\n var stop = (dir > 0) ? line.length : -1;\n var wordStart = stop, wordEnd = stop;\n // Find bounds of next word.\n while (pos != stop) {\n var foundWord = false;\n for (var i = 0; i < regexps.length && !foundWord; ++i) {\n if (regexps[i].test(line.charAt(pos))) {\n wordStart = pos;\n // Advance to end of word.\n while (pos != stop && regexps[i].test(line.charAt(pos))) {\n pos += dir;\n }\n wordEnd = pos;\n foundWord = wordStart != wordEnd;\n if (wordStart == cur.ch && lineNum == cur.line &&\n wordEnd == wordStart + dir) {\n // We started at the end of a word. Find the next one.\n continue;\n } else {\n return {\n from: Math.min(wordStart, wordEnd + 1),\n to: Math.max(wordStart, wordEnd),\n line: lineNum };\n }\n }\n }\n if (!foundWord) {\n pos += dir;\n }\n }\n // Advance to next/prev line.\n lineNum += dir;\n if (!isLine(cm, lineNum)) {\n return null;\n }\n line = cm.getLine(lineNum);\n pos = (dir > 0) ? 0 : line.length;\n }\n // Should never get here.\n throw new Error('The impossible happened.');\n }\n\n /**\n * @param {CodeMirror} cm CodeMirror object.\n * @param {int} repeat Number of words to move past.\n * @param {boolean} forward True to search forward. False to search\n * backward.\n * @param {boolean} wordEnd True to move to end of word. False to move to\n * beginning of word.\n * @param {boolean} bigWord True if punctuation count as part of the word.\n * False if only alphabet characters count as part of the word.\n * @return {Cursor} The position the cursor should move to.\n */\n function moveToWord(cm, repeat, forward, wordEnd, bigWord) {\n var cur = cm.getCursor();\n var curStart = copyCursor(cur);\n var words = [];\n if (forward && !wordEnd || !forward && wordEnd) {\n repeat++;\n }\n // For 'e', empty lines are not considered words, go figure.\n var emptyLineIsWord = !(forward && wordEnd);\n for (var i = 0; i < repeat; i++) {\n var word = findWord(cm, cur, forward, bigWord, emptyLineIsWord);\n if (!word) {\n var eodCh = lineLength(cm, cm.lastLine());\n words.push(forward\n ? {line: cm.lastLine(), from: eodCh, to: eodCh}\n : {line: 0, from: 0, to: 0});\n break;\n }\n words.push(word);\n cur = Pos(word.line, forward ? (word.to - 1) : word.from);\n }\n var shortCircuit = words.length != repeat;\n var firstWord = words[0];\n var lastWord = words.pop();\n if (forward && !wordEnd) {\n // w\n if (!shortCircuit && (firstWord.from != curStart.ch || firstWord.line != curStart.line)) {\n // We did not start in the middle of a word. Discard the extra word at the end.\n lastWord = words.pop();\n }\n return Pos(lastWord.line, lastWord.from);\n } else if (forward && wordEnd) {\n return Pos(lastWord.line, lastWord.to - 1);\n } else if (!forward && wordEnd) {\n // ge\n if (!shortCircuit && (firstWord.to != curStart.ch || firstWord.line != curStart.line)) {\n // We did not start in the middle of a word. Discard the extra word at the end.\n lastWord = words.pop();\n }\n return Pos(lastWord.line, lastWord.to);\n } else {\n // b\n return Pos(lastWord.line, lastWord.from);\n }\n }\n\n function moveToCharacter(cm, repeat, forward, character) {\n var cur = cm.getCursor();\n var start = cur.ch;\n var idx;\n for (var i = 0; i < repeat; i ++) {\n var line = cm.getLine(cur.line);\n idx = charIdxInLine(start, line, character, forward, true);\n if (idx == -1) {\n return null;\n }\n start = idx;\n }\n return Pos(cm.getCursor().line, idx);\n }\n\n function moveToColumn(cm, repeat) {\n // repeat is always >= 1, so repeat - 1 always corresponds\n // to the column we want to go to.\n var line = cm.getCursor().line;\n return clipCursorToContent(cm, Pos(line, repeat - 1));\n }\n\n function updateMark(cm, vim, markName, pos) {\n if (!inArray(markName, validMarks)) {\n return;\n }\n if (vim.marks[markName]) {\n vim.marks[markName].clear();\n }\n vim.marks[markName] = cm.setBookmark(pos);\n }\n\n function charIdxInLine(start, line, character, forward, includeChar) {\n // Search for char in line.\n // motion_options: {forward, includeChar}\n // If includeChar = true, include it too.\n // If forward = true, search forward, else search backwards.\n // If char is not found on this line, do nothing\n var idx;\n if (forward) {\n idx = line.indexOf(character, start + 1);\n if (idx != -1 && !includeChar) {\n idx -= 1;\n }\n } else {\n idx = line.lastIndexOf(character, start - 1);\n if (idx != -1 && !includeChar) {\n idx += 1;\n }\n }\n return idx;\n }\n\n // TODO: perhaps this finagling of start and end positions belonds\n // in codmirror/replaceRange?\n function selectCompanionObject(cm, symb, inclusive) {\n var cur = cm.getCursor(), start, end;\n\n var bracketRegexp = ({\n '(': /[()]/, ')': /[()]/,\n '[': /[[\\]]/, ']': /[[\\]]/,\n '{': /[{}]/, '}': /[{}]/})[symb];\n var openSym = ({\n '(': '(', ')': '(',\n '[': '[', ']': '[',\n '{': '{', '}': '{'})[symb];\n var curChar = cm.getLine(cur.line).charAt(cur.ch);\n // Due to the behavior of scanForBracket, we need to add an offset if the\n // cursor is on a matching open bracket.\n var offset = curChar === openSym ? 1 : 0;\n\n start = cm.scanForBracket(Pos(cur.line, cur.ch + offset), -1, null, {'bracketRegex': bracketRegexp});\n end = cm.scanForBracket(Pos(cur.line, cur.ch + offset), 1, null, {'bracketRegex': bracketRegexp});\n\n if (!start || !end) {\n return { start: cur, end: cur };\n }\n\n start = start.pos;\n end = end.pos;\n\n if ((start.line == end.line && start.ch > end.ch)\n || (start.line > end.line)) {\n var tmp = start;\n start = end;\n end = tmp;\n }\n\n if (inclusive) {\n end.ch += 1;\n } else {\n start.ch += 1;\n }\n\n return { start: start, end: end };\n }\n\n // Takes in a symbol and a cursor and tries to simulate text objects that\n // have identical opening and closing symbols\n // TODO support across multiple lines\n function findBeginningAndEnd(cm, symb, inclusive) {\n var cur = copyCursor(cm.getCursor());\n var line = cm.getLine(cur.line);\n var chars = line.split('');\n var start, end, i, len;\n var firstIndex = chars.indexOf(symb);\n\n // the decision tree is to always look backwards for the beginning first,\n // but if the cursor is in front of the first instance of the symb,\n // then move the cursor forward\n if (cur.ch < firstIndex) {\n cur.ch = firstIndex;\n // Why is this line even here???\n // cm.setCursor(cur.line, firstIndex+1);\n }\n // otherwise if the cursor is currently on the closing symbol\n else if (firstIndex < cur.ch && chars[cur.ch] == symb) {\n end = cur.ch; // assign end to the current cursor\n --cur.ch; // make sure to look backwards\n }\n\n // if we're currently on the symbol, we've got a start\n if (chars[cur.ch] == symb && !end) {\n start = cur.ch + 1; // assign start to ahead of the cursor\n } else {\n // go backwards to find the start\n for (i = cur.ch; i > -1 && !start; i--) {\n if (chars[i] == symb) {\n start = i + 1;\n }\n }\n }\n\n // look forwards for the end symbol\n if (start && !end) {\n for (i = start, len = chars.length; i < len && !end; i++) {\n if (chars[i] == symb) {\n end = i;\n }\n }\n }\n\n // nothing found\n if (!start || !end) {\n return { start: cur, end: cur };\n }\n\n // include the symbols\n if (inclusive) {\n --start; ++end;\n }\n\n return {\n start: Pos(cur.line, start),\n end: Pos(cur.line, end)\n };\n }\n\n // Search functions\n defineOption('pcre', true, 'boolean');\n function SearchState() {}\n SearchState.prototype = {\n getQuery: function() {\n return vimGlobalState.query;\n },\n setQuery: function(query) {\n vimGlobalState.query = query;\n },\n getOverlay: function() {\n return this.searchOverlay;\n },\n setOverlay: function(overlay) {\n this.searchOverlay = overlay;\n },\n isReversed: function() {\n return vimGlobalState.isReversed;\n },\n setReversed: function(reversed) {\n vimGlobalState.isReversed = reversed;\n }\n };\n function getSearchState(cm) {\n var vim = cm.state.vim;\n return vim.searchState_ || (vim.searchState_ = new SearchState());\n }\n function dialog(cm, template, shortText, onClose, options) {\n if (cm.openDialog) {\n cm.openDialog(template, onClose, { bottom: true, value: options.value,\n onKeyDown: options.onKeyDown, onKeyUp: options.onKeyUp });\n }\n else {\n onClose(prompt(shortText, ''));\n }\n }\n\n function findUnescapedSlashes(str) {\n var escapeNextChar = false;\n var slashes = [];\n for (var i = 0; i < str.length; i++) {\n var c = str.charAt(i);\n if (!escapeNextChar && c == '/') {\n slashes.push(i);\n }\n escapeNextChar = !escapeNextChar && (c == '\\\\');\n }\n return slashes;\n }\n\n // Translates a search string from ex (vim) syntax into javascript form.\n function translateRegex(str) {\n // When these match, add a '\\' if unescaped or remove one if escaped.\n var specials = '|(){';\n // Remove, but never add, a '\\' for these.\n var unescape = '}';\n var escapeNextChar = false;\n var out = [];\n for (var i = -1; i < str.length; i++) {\n var c = str.charAt(i) || '';\n var n = str.charAt(i+1) || '';\n var specialComesNext = (n && specials.indexOf(n) != -1);\n if (escapeNextChar) {\n if (c !== '\\\\' || !specialComesNext) {\n out.push(c);\n }\n escapeNextChar = false;\n } else {\n if (c === '\\\\') {\n escapeNextChar = true;\n // Treat the unescape list as special for removing, but not adding '\\'.\n if (n && unescape.indexOf(n) != -1) {\n specialComesNext = true;\n }\n // Not passing this test means removing a '\\'.\n if (!specialComesNext || n === '\\\\') {\n out.push(c);\n }\n } else {\n out.push(c);\n if (specialComesNext && n !== '\\\\') {\n out.push('\\\\');\n }\n }\n }\n }\n return out.join('');\n }\n\n // Translates the replace part of a search and replace from ex (vim) syntax into\n // javascript form. Similar to translateRegex, but additionally fixes back references\n // (translates '\\[0..9]' to '$[0..9]') and follows different rules for escaping '$'.\n function translateRegexReplace(str) {\n var escapeNextChar = false;\n var out = [];\n for (var i = -1; i < str.length; i++) {\n var c = str.charAt(i) || '';\n var n = str.charAt(i+1) || '';\n if (escapeNextChar) {\n // At any point in the loop, escapeNextChar is true if the previous\n // character was a '\\' and was not escaped.\n out.push(c);\n escapeNextChar = false;\n } else {\n if (c === '\\\\') {\n escapeNextChar = true;\n if ((isNumber(n) || n === '$')) {\n out.push('$');\n } else if (n !== '/' && n !== '\\\\') {\n out.push('\\\\');\n }\n } else {\n if (c === '$') {\n out.push('$');\n }\n out.push(c);\n if (n === '/') {\n out.push('\\\\');\n }\n }\n }\n }\n return out.join('');\n }\n\n // Unescape \\ and / in the replace part, for PCRE mode.\n function unescapeRegexReplace(str) {\n var stream = new CodeMirror.StringStream(str);\n var output = [];\n while (!stream.eol()) {\n // Search for \\.\n while (stream.peek() && stream.peek() != '\\\\') {\n output.push(stream.next());\n }\n if (stream.match('\\\\/', true)) {\n // \\/ => /\n output.push('/');\n } else if (stream.match('\\\\\\\\', true)) {\n // \\\\ => \\\n output.push('\\\\');\n } else {\n // Don't change anything\n output.push(stream.next());\n }\n }\n return output.join('');\n }\n\n /**\n * Extract the regular expression from the query and return a Regexp object.\n * Returns null if the query is blank.\n * If ignoreCase is passed in, the Regexp object will have the 'i' flag set.\n * If smartCase is passed in, and the query contains upper case letters,\n * then ignoreCase is overridden, and the 'i' flag will not be set.\n * If the query contains the /i in the flag part of the regular expression,\n * then both ignoreCase and smartCase are ignored, and 'i' will be passed\n * through to the Regex object.\n */\n function parseQuery(query, ignoreCase, smartCase) {\n // Check if the query is already a regex.\n if (query instanceof RegExp) { return query; }\n // First try to extract regex + flags from the input. If no flags found,\n // extract just the regex. IE does not accept flags directly defined in\n // the regex string in the form /regex/flags\n var slashes = findUnescapedSlashes(query);\n var regexPart;\n var forceIgnoreCase;\n if (!slashes.length) {\n // Query looks like 'regexp'\n regexPart = query;\n } else {\n // Query looks like 'regexp/...'\n regexPart = query.substring(0, slashes[0]);\n var flagsPart = query.substring(slashes[0]);\n forceIgnoreCase = (flagsPart.indexOf('i') != -1);\n }\n if (!regexPart) {\n return null;\n }\n if (!getOption('pcre')) {\n regexPart = translateRegex(regexPart);\n }\n if (smartCase) {\n ignoreCase = (/^[^A-Z]*$/).test(regexPart);\n }\n var regexp = new RegExp(regexPart,\n (ignoreCase || forceIgnoreCase) ? 'i' : undefined);\n return regexp;\n }\n function showConfirm(cm, text) {\n if (cm.openNotification) {\n cm.openNotification('<span style=\"color: red\">' + text + '</span>',\n {bottom: true, duration: 5000});\n } else {\n alert(text);\n }\n }\n function makePrompt(prefix, desc) {\n var raw = '';\n if (prefix) {\n raw += '<span style=\"font-family: monospace\">' + prefix + '</span>';\n }\n raw += '<input type=\"text\"/> ' +\n '<span style=\"color: #888\">';\n if (desc) {\n raw += '<span style=\"color: #888\">';\n raw += desc;\n raw += '</span>';\n }\n return raw;\n }\n var searchPromptDesc = '(Javascript regexp)';\n function showPrompt(cm, options) {\n var shortText = (options.prefix || '') + ' ' + (options.desc || '');\n var prompt = makePrompt(options.prefix, options.desc);\n dialog(cm, prompt, shortText, options.onClose, options);\n }\n function regexEqual(r1, r2) {\n if (r1 instanceof RegExp && r2 instanceof RegExp) {\n var props = ['global', 'multiline', 'ignoreCase', 'source'];\n for (var i = 0; i < props.length; i++) {\n var prop = props[i];\n if (r1[prop] !== r2[prop]) {\n return false;\n }\n }\n return true;\n }\n return false;\n }\n // Returns true if the query is valid.\n function updateSearchQuery(cm, rawQuery, ignoreCase, smartCase) {\n if (!rawQuery) {\n return;\n }\n var state = getSearchState(cm);\n var query = parseQuery(rawQuery, !!ignoreCase, !!smartCase);\n if (!query) {\n return;\n }\n highlightSearchMatches(cm, query);\n if (regexEqual(query, state.getQuery())) {\n return query;\n }\n state.setQuery(query);\n return query;\n }\n function searchOverlay(query) {\n if (query.source.charAt(0) == '^') {\n var matchSol = true;\n }\n return {\n token: function(stream) {\n if (matchSol && !stream.sol()) {\n stream.skipToEnd();\n return;\n }\n var match = stream.match(query, false);\n if (match) {\n if (match[0].length == 0) {\n // Matched empty string, skip to next.\n stream.next();\n return 'searching';\n }\n if (!stream.sol()) {\n // Backtrack 1 to match \\b\n stream.backUp(1);\n if (!query.exec(stream.next() + match[0])) {\n stream.next();\n return null;\n }\n }\n stream.match(query);\n return 'searching';\n }\n while (!stream.eol()) {\n stream.next();\n if (stream.match(query, false)) break;\n }\n },\n query: query\n };\n }\n function highlightSearchMatches(cm, query) {\n var overlay = getSearchState(cm).getOverlay();\n if (!overlay || query != overlay.query) {\n if (overlay) {\n cm.removeOverlay(overlay);\n }\n overlay = searchOverlay(query);\n cm.addOverlay(overlay);\n getSearchState(cm).setOverlay(overlay);\n }\n }\n function findNext(cm, prev, query, repeat) {\n if (repeat === undefined) { repeat = 1; }\n return cm.operation(function() {\n var pos = cm.getCursor();\n var cursor = cm.getSearchCursor(query, pos);\n for (var i = 0; i < repeat; i++) {\n var found = cursor.find(prev);\n if (i == 0 && found && cursorEqual(cursor.from(), pos)) { found = cursor.find(prev); }\n if (!found) {\n // SearchCursor may have returned null because it hit EOF, wrap\n // around and try again.\n cursor = cm.getSearchCursor(query,\n (prev) ? Pos(cm.lastLine()) : Pos(cm.firstLine(), 0) );\n if (!cursor.find(prev)) {\n return;\n }\n }\n }\n return cursor.from();\n });\n }\n function clearSearchHighlight(cm) {\n cm.removeOverlay(getSearchState(cm).getOverlay());\n getSearchState(cm).setOverlay(null);\n }\n /**\n * Check if pos is in the specified range, INCLUSIVE.\n * Range can be specified with 1 or 2 arguments.\n * If the first range argument is an array, treat it as an array of line\n * numbers. Match pos against any of the lines.\n * If the first range argument is a number,\n * if there is only 1 range argument, check if pos has the same line\n * number\n * if there are 2 range arguments, then check if pos is in between the two\n * range arguments.\n */\n function isInRange(pos, start, end) {\n if (typeof pos != 'number') {\n // Assume it is a cursor position. Get the line number.\n pos = pos.line;\n }\n if (start instanceof Array) {\n return inArray(pos, start);\n } else {\n if (end) {\n return (pos >= start && pos <= end);\n } else {\n return pos == start;\n }\n }\n }\n function getUserVisibleLines(cm) {\n var scrollInfo = cm.getScrollInfo();\n var occludeToleranceTop = 6;\n var occludeToleranceBottom = 10;\n var from = cm.coordsChar({left:0, top: occludeToleranceTop + scrollInfo.top}, 'local');\n var bottomY = scrollInfo.clientHeight - occludeToleranceBottom + scrollInfo.top;\n var to = cm.coordsChar({left:0, top: bottomY}, 'local');\n return {top: from.line, bottom: to.line};\n }\n\n // Ex command handling\n // Care must be taken when adding to the default Ex command map. For any\n // pair of commands that have a shared prefix, at least one of their\n // shortNames must not match the prefix of the other command.\n var defaultExCommandMap = [\n { name: 'map' },\n { name: 'nmap', shortName: 'nm' },\n { name: 'vmap', shortName: 'vm' },\n { name: 'unmap' },\n { name: 'write', shortName: 'w' },\n { name: 'undo', shortName: 'u' },\n { name: 'redo', shortName: 'red' },\n { name: 'set', shortName: 'set' },\n { name: 'sort', shortName: 'sor' },\n { name: 'substitute', shortName: 's' },\n { name: 'nohlsearch', shortName: 'noh' },\n { name: 'delmarks', shortName: 'delm' },\n { name: 'registers', shortName: 'reg', excludeFromCommandHistory: true }\n ];\n Vim.ExCommandDispatcher = function() {\n this.buildCommandMap_();\n };\n Vim.ExCommandDispatcher.prototype = {\n processCommand: function(cm, input) {\n var vim = cm.state.vim;\n var commandHistoryRegister = vimGlobalState.registerController.getRegister(':');\n var previousCommand = commandHistoryRegister.toString();\n if (vim.visualMode) {\n exitVisualMode(cm);\n }\n var inputStream = new CodeMirror.StringStream(input);\n // update \": with the latest command whether valid or invalid\n commandHistoryRegister.setText(input);\n var params = {};\n params.input = input;\n try {\n this.parseInput_(cm, inputStream, params);\n } catch(e) {\n showConfirm(cm, e);\n throw e;\n }\n var commandName;\n if (!params.commandName) {\n // If only a line range is defined, move to the line.\n if (params.line !== undefined) {\n commandName = 'move';\n }\n } else {\n var command = this.matchCommand_(params.commandName);\n if (command) {\n commandName = command.name;\n if (command.excludeFromCommandHistory) {\n commandHistoryRegister.setText(previousCommand);\n }\n this.parseCommandArgs_(inputStream, params, command);\n if (command.type == 'exToKey') {\n // Handle Ex to Key mapping.\n for (var i = 0; i < command.toKeys.length; i++) {\n CodeMirror.Vim.handleKey(cm, command.toKeys[i]);\n }\n return;\n } else if (command.type == 'exToEx') {\n // Handle Ex to Ex mapping.\n this.processCommand(cm, command.toInput);\n return;\n }\n }\n }\n if (!commandName) {\n showConfirm(cm, 'Not an editor command \":' + input + '\"');\n return;\n }\n try {\n exCommands[commandName](cm, params);\n } catch(e) {\n showConfirm(cm, e);\n throw e;\n }\n },\n parseInput_: function(cm, inputStream, result) {\n inputStream.eatWhile(':');\n // Parse range.\n if (inputStream.eat('%')) {\n result.line = cm.firstLine();\n result.lineEnd = cm.lastLine();\n } else {\n result.line = this.parseLineSpec_(cm, inputStream);\n if (result.line !== undefined && inputStream.eat(',')) {\n result.lineEnd = this.parseLineSpec_(cm, inputStream);\n }\n }\n\n // Parse command name.\n var commandMatch = inputStream.match(/^(\\w+)/);\n if (commandMatch) {\n result.commandName = commandMatch[1];\n } else {\n result.commandName = inputStream.match(/.*/)[0];\n }\n\n return result;\n },\n parseLineSpec_: function(cm, inputStream) {\n var numberMatch = inputStream.match(/^(\\d+)/);\n if (numberMatch) {\n return parseInt(numberMatch[1], 10) - 1;\n }\n switch (inputStream.next()) {\n case '.':\n return cm.getCursor().line;\n case '$':\n return cm.lastLine();\n case '\\'':\n var mark = cm.state.vim.marks[inputStream.next()];\n if (mark && mark.find()) {\n return mark.find().line;\n }\n throw new Error('Mark not set');\n default:\n inputStream.backUp(1);\n return undefined;\n }\n },\n parseCommandArgs_: function(inputStream, params, command) {\n if (inputStream.eol()) {\n return;\n }\n params.argString = inputStream.match(/.*/)[0];\n // Parse command-line arguments\n var delim = command.argDelimiter || /\\s+/;\n var args = trim(params.argString).split(delim);\n if (args.length && args[0]) {\n params.args = args;\n }\n },\n matchCommand_: function(commandName) {\n // Return the command in the command map that matches the shortest\n // prefix of the passed in command name. The match is guaranteed to be\n // unambiguous if the defaultExCommandMap's shortNames are set up\n // correctly. (see @code{defaultExCommandMap}).\n for (var i = commandName.length; i > 0; i--) {\n var prefix = commandName.substring(0, i);\n if (this.commandMap_[prefix]) {\n var command = this.commandMap_[prefix];\n if (command.name.indexOf(commandName) === 0) {\n return command;\n }\n }\n }\n return null;\n },\n buildCommandMap_: function() {\n this.commandMap_ = {};\n for (var i = 0; i < defaultExCommandMap.length; i++) {\n var command = defaultExCommandMap[i];\n var key = command.shortName || command.name;\n this.commandMap_[key] = command;\n }\n },\n map: function(lhs, rhs, ctx) {\n if (lhs != ':' && lhs.charAt(0) == ':') {\n if (ctx) { throw Error('Mode not supported for ex mappings'); }\n var commandName = lhs.substring(1);\n if (rhs != ':' && rhs.charAt(0) == ':') {\n // Ex to Ex mapping\n this.commandMap_[commandName] = {\n name: commandName,\n type: 'exToEx',\n toInput: rhs.substring(1),\n user: true\n };\n } else {\n // Ex to key mapping\n this.commandMap_[commandName] = {\n name: commandName,\n type: 'exToKey',\n toKeys: parseKeyString(rhs),\n user: true\n };\n }\n } else {\n if (rhs != ':' && rhs.charAt(0) == ':') {\n // Key to Ex mapping.\n var mapping = {\n keys: parseKeyString(lhs),\n type: 'keyToEx',\n exArgs: { input: rhs.substring(1) },\n user: true};\n if (ctx) { mapping.context = ctx; }\n defaultKeymap.unshift(mapping);\n } else {\n // Key to key mapping\n var mapping = {\n keys: parseKeyString(lhs),\n type: 'keyToKey',\n toKeys: parseKeyString(rhs),\n user: true\n };\n if (ctx) { mapping.context = ctx; }\n defaultKeymap.unshift(mapping);\n }\n }\n },\n unmap: function(lhs, ctx) {\n var arrayEquals = function(a, b) {\n if (a === b) return true;\n if (a == null || b == null) return true;\n if (a.length != b.length) return false;\n for (var i = 0; i < a.length; i++) {\n if (a[i] !== b[i]) return false;\n }\n return true;\n };\n if (lhs != ':' && lhs.charAt(0) == ':') {\n // Ex to Ex or Ex to key mapping\n if (ctx) { throw Error('Mode not supported for ex mappings'); }\n var commandName = lhs.substring(1);\n if (this.commandMap_[commandName] && this.commandMap_[commandName].user) {\n delete this.commandMap_[commandName];\n return;\n }\n } else {\n // Key to Ex or key to key mapping\n var keys = parseKeyString(lhs);\n for (var i = 0; i < defaultKeymap.length; i++) {\n if (arrayEquals(keys, defaultKeymap[i].keys)\n && defaultKeymap[i].context === ctx\n && defaultKeymap[i].user) {\n defaultKeymap.splice(i, 1);\n return;\n }\n }\n }\n throw Error('No such mapping.');\n }\n };\n\n // Converts a key string sequence of the form a<C-w>bd<Left> into Vim's\n // keymap representation.\n function parseKeyString(str) {\n var key, match;\n var keys = [];\n while (str) {\n match = (/<\\w+-.+?>|<\\w+>|./).exec(str);\n if (match === null)break;\n key = match[0];\n str = str.substring(match.index + key.length);\n keys.push(key);\n }\n return keys;\n }\n\n var exCommands = {\n map: function(cm, params, ctx) {\n var mapArgs = params.args;\n if (!mapArgs || mapArgs.length < 2) {\n if (cm) {\n showConfirm(cm, 'Invalid mapping: ' + params.input);\n }\n return;\n }\n exCommandDispatcher.map(mapArgs[0], mapArgs[1], ctx);\n },\n nmap: function(cm, params) { this.map(cm, params, 'normal'); },\n vmap: function(cm, params) { this.map(cm, params, 'visual'); },\n unmap: function(cm, params, ctx) {\n var mapArgs = params.args;\n if (!mapArgs || mapArgs.length < 1) {\n if (cm) {\n showConfirm(cm, 'No such mapping: ' + params.input);\n }\n return;\n }\n exCommandDispatcher.unmap(mapArgs[0], ctx);\n },\n move: function(cm, params) {\n commandDispatcher.processCommand(cm, cm.state.vim, {\n type: 'motion',\n motion: 'moveToLineOrEdgeOfDocument',\n motionArgs: { forward: false, explicitRepeat: true,\n linewise: true },\n repeatOverride: params.line+1});\n },\n set: function(cm, params) {\n var setArgs = params.args;\n if (!setArgs || setArgs.length < 1) {\n if (cm) {\n showConfirm(cm, 'Invalid mapping: ' + params.input);\n }\n return;\n }\n var expr = setArgs[0].split('=');\n var optionName = expr[0];\n var value = expr[1];\n var forceGet = false;\n\n if (optionName.charAt(optionName.length - 1) == '?') {\n // If post-fixed with ?, then the set is actually a get.\n if (value) { throw Error('Trailing characters: ' + params.argString); }\n optionName = optionName.substring(0, optionName.length - 1);\n forceGet = true;\n }\n if (value === undefined && optionName.substring(0, 2) == 'no') {\n // To set boolean options to false, the option name is prefixed with\n // 'no'.\n optionName = optionName.substring(2);\n value = false;\n }\n var optionIsBoolean = options[optionName] && options[optionName].type == 'boolean';\n if (optionIsBoolean && value == undefined) {\n // Calling set with a boolean option sets it to true.\n value = true;\n }\n if (!optionIsBoolean && !value || forceGet) {\n var oldValue = getOption(optionName);\n // If no value is provided, then we assume this is a get.\n if (oldValue === true || oldValue === false) {\n showConfirm(cm, ' ' + (oldValue ? '' : 'no') + optionName);\n } else {\n showConfirm(cm, ' ' + optionName + '=' + oldValue);\n }\n } else {\n setOption(optionName, value);\n }\n },\n registers: function(cm,params) {\n var regArgs = params.args;\n var registers = vimGlobalState.registerController.registers;\n var regInfo = '----------Registers----------<br><br>';\n if (!regArgs) {\n for (var registerName in registers) {\n var text = registers[registerName].toString();\n if (text.length) {\n regInfo += '\"' + registerName + ' ' + text + '<br>';\n }\n }\n } else {\n var registerName;\n regArgs = regArgs.join('');\n for (var i = 0; i < regArgs.length; i++) {\n registerName = regArgs.charAt(i);\n if (!vimGlobalState.registerController.isValidRegister(registerName)) {\n continue;\n }\n var register = registers[registerName] || new Register();\n regInfo += '\"' + registerName + ' ' + register.toString() + '<br>';\n }\n }\n showConfirm(cm, regInfo);\n },\n sort: function(cm, params) {\n var reverse, ignoreCase, unique, number;\n function parseArgs() {\n if (params.argString) {\n var args = new CodeMirror.StringStream(params.argString);\n if (args.eat('!')) { reverse = true; }\n if (args.eol()) { return; }\n if (!args.eatSpace()) { return 'Invalid arguments'; }\n var opts = args.match(/[a-z]+/);\n if (opts) {\n opts = opts[0];\n ignoreCase = opts.indexOf('i') != -1;\n unique = opts.indexOf('u') != -1;\n var decimal = opts.indexOf('d') != -1 && 1;\n var hex = opts.indexOf('x') != -1 && 1;\n var octal = opts.indexOf('o') != -1 && 1;\n if (decimal + hex + octal > 1) { return 'Invalid arguments'; }\n number = decimal && 'decimal' || hex && 'hex' || octal && 'octal';\n }\n if (args.eatSpace() && args.match(/\\/.*\\//)) { 'patterns not supported'; }\n }\n }\n var err = parseArgs();\n if (err) {\n showConfirm(cm, err + ': ' + params.argString);\n return;\n }\n var lineStart = params.line || cm.firstLine();\n var lineEnd = params.lineEnd || params.line || cm.lastLine();\n if (lineStart == lineEnd) { return; }\n var curStart = Pos(lineStart, 0);\n var curEnd = Pos(lineEnd, lineLength(cm, lineEnd));\n var text = cm.getRange(curStart, curEnd).split('\\n');\n var numberRegex = (number == 'decimal') ? /(-?)([\\d]+)/ :\n (number == 'hex') ? /(-?)(?:0x)?([0-9a-f]+)/i :\n (number == 'octal') ? /([0-7]+)/ : null;\n var radix = (number == 'decimal') ? 10 : (number == 'hex') ? 16 : (number == 'octal') ? 8 : null;\n var numPart = [], textPart = [];\n if (number) {\n for (var i = 0; i < text.length; i++) {\n if (numberRegex.exec(text[i])) {\n numPart.push(text[i]);\n } else {\n textPart.push(text[i]);\n }\n }\n } else {\n textPart = text;\n }\n function compareFn(a, b) {\n if (reverse) { var tmp; tmp = a; a = b; b = tmp; }\n if (ignoreCase) { a = a.toLowerCase(); b = b.toLowerCase(); }\n var anum = number && numberRegex.exec(a);\n var bnum = number && numberRegex.exec(b);\n if (!anum) { return a < b ? -1 : 1; }\n anum = parseInt((anum[1] + anum[2]).toLowerCase(), radix);\n bnum = parseInt((bnum[1] + bnum[2]).toLowerCase(), radix);\n return anum - bnum;\n }\n numPart.sort(compareFn);\n textPart.sort(compareFn);\n text = (!reverse) ? textPart.concat(numPart) : numPart.concat(textPart);\n if (unique) { // Remove duplicate lines\n var textOld = text;\n var lastLine;\n text = [];\n for (var i = 0; i < textOld.length; i++) {\n if (textOld[i] != lastLine) {\n text.push(textOld[i]);\n }\n lastLine = textOld[i];\n }\n }\n cm.replaceRange(text.join('\\n'), curStart, curEnd);\n },\n substitute: function(cm, params) {\n if (!cm.getSearchCursor) {\n throw new Error('Search feature not available. Requires searchcursor.js or ' +\n 'any other getSearchCursor implementation.');\n }\n var argString = params.argString;\n var slashes = argString ? findUnescapedSlashes(argString) : [];\n var replacePart = '';\n if (slashes.length) {\n if (slashes[0] !== 0) {\n showConfirm(cm, 'Substitutions should be of the form ' +\n ':s/pattern/replace/');\n return;\n }\n var regexPart = argString.substring(slashes[0] + 1, slashes[1]);\n var flagsPart;\n var count;\n var confirm = false; // Whether to confirm each replace.\n if (slashes[1]) {\n replacePart = argString.substring(slashes[1] + 1, slashes[2]);\n if (getOption('pcre')) {\n replacePart = unescapeRegexReplace(replacePart);\n } else {\n replacePart = translateRegexReplace(replacePart);\n }\n vimGlobalState.lastSubstituteReplacePart = replacePart;\n }\n if (slashes[2]) {\n // After the 3rd slash, we can have flags followed by a space followed\n // by count.\n var trailing = argString.substring(slashes[2] + 1).split(' ');\n flagsPart = trailing[0];\n count = parseInt(trailing[1]);\n }\n if (flagsPart) {\n if (flagsPart.indexOf('c') != -1) {\n confirm = true;\n flagsPart.replace('c', '');\n }\n regexPart = regexPart + '/' + flagsPart;\n }\n }\n if (regexPart) {\n // If regex part is empty, then use the previous query. Otherwise use\n // the regex part as the new query.\n try {\n updateSearchQuery(cm, regexPart, true /** ignoreCase */,\n true /** smartCase */);\n } catch (e) {\n showConfirm(cm, 'Invalid regex: ' + regexPart);\n return;\n }\n }\n replacePart = replacePart || vimGlobalState.lastSubstituteReplacePart;\n if (replacePart === undefined) {\n showConfirm(cm, 'No previous substitute regular expression');\n return;\n }\n var state = getSearchState(cm);\n var query = state.getQuery();\n var lineStart = (params.line !== undefined) ? params.line : cm.getCursor().line;\n var lineEnd = params.lineEnd || lineStart;\n if (count) {\n lineStart = lineEnd;\n lineEnd = lineStart + count - 1;\n }\n var startPos = clipCursorToContent(cm, Pos(lineStart, 0));\n var cursor = cm.getSearchCursor(query, startPos);\n doReplace(cm, confirm, lineStart, lineEnd, cursor, query, replacePart);\n },\n redo: CodeMirror.commands.redo,\n undo: CodeMirror.commands.undo,\n write: function(cm) {\n if (CodeMirror.commands.save) {\n // If a save command is defined, call it.\n CodeMirror.commands.save(cm);\n } else {\n // Saves to text area if no save command is defined.\n cm.save();\n }\n },\n nohlsearch: function(cm) {\n clearSearchHighlight(cm);\n },\n delmarks: function(cm, params) {\n if (!params.argString || !trim(params.argString)) {\n showConfirm(cm, 'Argument required');\n return;\n }\n\n var state = cm.state.vim;\n var stream = new CodeMirror.StringStream(trim(params.argString));\n while (!stream.eol()) {\n stream.eatSpace();\n\n // Record the streams position at the beginning of the loop for use\n // in error messages.\n var count = stream.pos;\n\n if (!stream.match(/[a-zA-Z]/, false)) {\n showConfirm(cm, 'Invalid argument: ' + params.argString.substring(count));\n return;\n }\n\n var sym = stream.next();\n // Check if this symbol is part of a range\n if (stream.match('-', true)) {\n // This symbol is part of a range.\n\n // The range must terminate at an alphabetic character.\n if (!stream.match(/[a-zA-Z]/, false)) {\n showConfirm(cm, 'Invalid argument: ' + params.argString.substring(count));\n return;\n }\n\n var startMark = sym;\n var finishMark = stream.next();\n // The range must terminate at an alphabetic character which\n // shares the same case as the start of the range.\n if (isLowerCase(startMark) && isLowerCase(finishMark) ||\n isUpperCase(startMark) && isUpperCase(finishMark)) {\n var start = startMark.charCodeAt(0);\n var finish = finishMark.charCodeAt(0);\n if (start >= finish) {\n showConfirm(cm, 'Invalid argument: ' + params.argString.substring(count));\n return;\n }\n\n // Because marks are always ASCII values, and we have\n // determined that they are the same case, we can use\n // their char codes to iterate through the defined range.\n for (var j = 0; j <= finish - start; j++) {\n var mark = String.fromCharCode(start + j);\n delete state.marks[mark];\n }\n } else {\n showConfirm(cm, 'Invalid argument: ' + startMark + '-');\n return;\n }\n } else {\n // This symbol is a valid mark, and is not part of a range.\n delete state.marks[sym];\n }\n }\n }\n };\n\n var exCommandDispatcher = new Vim.ExCommandDispatcher();\n\n /**\n * @param {CodeMirror} cm CodeMirror instance we are in.\n * @param {boolean} confirm Whether to confirm each replace.\n * @param {Cursor} lineStart Line to start replacing from.\n * @param {Cursor} lineEnd Line to stop replacing at.\n * @param {RegExp} query Query for performing matches with.\n * @param {string} replaceWith Text to replace matches with. May contain $1,\n * $2, etc for replacing captured groups using Javascript replace.\n */\n function doReplace(cm, confirm, lineStart, lineEnd, searchCursor, query,\n replaceWith) {\n // Set up all the functions.\n cm.state.vim.exMode = true;\n var done = false;\n var lastPos = searchCursor.from();\n function replaceAll() {\n cm.operation(function() {\n while (!done) {\n replace();\n next();\n }\n stop();\n });\n }\n function replace() {\n var text = cm.getRange(searchCursor.from(), searchCursor.to());\n var newText = text.replace(query, replaceWith);\n searchCursor.replace(newText);\n }\n function next() {\n var found = searchCursor.findNext();\n if (!found) {\n done = true;\n } else if (isInRange(searchCursor.from(), lineStart, lineEnd)) {\n cm.scrollIntoView(searchCursor.from(), 30);\n cm.setSelection(searchCursor.from(), searchCursor.to());\n lastPos = searchCursor.from();\n done = false;\n } else {\n done = true;\n }\n }\n function stop(close) {\n if (close) { close(); }\n cm.focus();\n if (lastPos) {\n cm.setCursor(lastPos);\n var vim = cm.state.vim;\n vim.exMode = false;\n vim.lastHPos = vim.lastHSPos = lastPos.ch;\n }\n }\n function onPromptKeyDown(e, _value, close) {\n // Swallow all keys.\n CodeMirror.e_stop(e);\n var keyName = CodeMirror.keyName(e);\n switch (keyName) {\n case 'Y':\n replace(); next(); break;\n case 'N':\n next(); break;\n case 'A':\n cm.operation(replaceAll); break;\n case 'L':\n replace();\n // fall through and exit.\n case 'Q':\n case 'Esc':\n case 'Ctrl-C':\n case 'Ctrl-[':\n stop(close);\n break;\n }\n if (done) { stop(close); }\n }\n\n // Actually do replace.\n next();\n if (done) {\n showConfirm(cm, 'No matches for ' + query.source);\n return;\n }\n if (!confirm) {\n replaceAll();\n return;\n }\n showPrompt(cm, {\n prefix: 'replace with <strong>' + replaceWith + '</strong> (y/n/a/q/l)',\n onKeyDown: onPromptKeyDown\n });\n }\n\n // Register Vim with CodeMirror\n function buildVimKeyMap() {\n /**\n * Handle the raw key event from CodeMirror. Translate the\n * Shift + key modifier to the resulting letter, while preserving other\n * modifers.\n */\n function cmKeyToVimKey(key, modifier) {\n var vimKey = key;\n if (isUpperCase(vimKey) && modifier == 'Ctrl') {\n vimKey = vimKey.toLowerCase();\n }\n if (modifier) {\n // Vim will parse modifier+key combination as a single key.\n vimKey = modifier.charAt(0) + '-' + vimKey;\n }\n var specialKey = ({Enter:'CR',Backspace:'BS',Delete:'Del'})[vimKey];\n vimKey = specialKey ? specialKey : vimKey;\n vimKey = vimKey.length > 1 ? '<'+ vimKey + '>' : vimKey;\n return vimKey;\n }\n\n // Closure to bind CodeMirror, key, modifier.\n function keyMapper(vimKey) {\n return function(cm) {\n CodeMirror.Vim.handleKey(cm, vimKey);\n };\n }\n\n var cmToVimKeymap = {\n 'nofallthrough': true,\n 'style': 'fat-cursor'\n };\n function bindKeys(keys, modifier) {\n for (var i = 0; i < keys.length; i++) {\n var key = keys[i];\n if (!modifier && key.length == 1) {\n // Wrap all keys without modifiers with '' to identify them by their\n // key characters instead of key identifiers.\n key = \"'\" + key + \"'\";\n }\n var vimKey = cmKeyToVimKey(keys[i], modifier);\n var cmKey = modifier ? modifier + '-' + key : key;\n cmToVimKeymap[cmKey] = keyMapper(vimKey);\n }\n }\n bindKeys(upperCaseAlphabet);\n bindKeys(lowerCaseAlphabet);\n bindKeys(upperCaseAlphabet, 'Ctrl');\n bindKeys(specialSymbols);\n bindKeys(specialSymbols, 'Ctrl');\n bindKeys(numbers);\n bindKeys(numbers, 'Ctrl');\n bindKeys(specialKeys);\n bindKeys(specialKeys, 'Ctrl');\n return cmToVimKeymap;\n }\n CodeMirror.keyMap.vim = buildVimKeyMap();\n\n function exitInsertMode(cm) {\n var vim = cm.state.vim;\n var macroModeState = vimGlobalState.macroModeState;\n var insertModeChangeRegister = vimGlobalState.registerController.getRegister('.');\n var isPlaying = macroModeState.isPlaying;\n if (!isPlaying) {\n cm.off('change', onChange);\n CodeMirror.off(cm.getInputField(), 'keydown', onKeyEventTargetKeyDown);\n }\n if (!isPlaying && vim.insertModeRepeat > 1) {\n // Perform insert mode repeat for commands like 3,a and 3,o.\n repeatLastEdit(cm, vim, vim.insertModeRepeat - 1,\n true /** repeatForInsert */);\n vim.lastEditInputState.repeatOverride = vim.insertModeRepeat;\n }\n delete vim.insertModeRepeat;\n vim.insertMode = false;\n cm.setCursor(cm.getCursor().line, cm.getCursor().ch-1);\n cm.setOption('keyMap', 'vim');\n cm.setOption('disableInput', true);\n cm.toggleOverwrite(false); // exit replace mode if we were in it.\n // update the \". register before exiting insert mode\n insertModeChangeRegister.setText(macroModeState.lastInsertModeChanges.changes.join(''));\n CodeMirror.signal(cm, \"vim-mode-change\", {mode: \"normal\"});\n if (macroModeState.isRecording) {\n logInsertModeChange(macroModeState);\n }\n }\n\n CodeMirror.keyMap['vim-insert'] = {\n // TODO: override navigation keys so that Esc will cancel automatic\n // indentation from o, O, i_<CR>\n 'Esc': exitInsertMode,\n 'Ctrl-[': exitInsertMode,\n 'Ctrl-C': exitInsertMode,\n 'Ctrl-N': 'autocomplete',\n 'Ctrl-P': 'autocomplete',\n 'Enter': function(cm) {\n var fn = CodeMirror.commands.newlineAndIndentContinueComment ||\n CodeMirror.commands.newlineAndIndent;\n fn(cm);\n },\n fallthrough: ['default']\n };\n\n CodeMirror.keyMap['vim-replace'] = {\n 'Backspace': 'goCharLeft',\n fallthrough: ['vim-insert']\n };\n\n function executeMacroRegister(cm, vim, macroModeState, registerName) {\n var register = vimGlobalState.registerController.getRegister(registerName);\n var keyBuffer = register.keyBuffer;\n var imc = 0;\n macroModeState.isPlaying = true;\n macroModeState.replaySearchQueries = register.searchQueries.slice(0);\n for (var i = 0; i < keyBuffer.length; i++) {\n var text = keyBuffer[i];\n var match, key;\n while (text) {\n // Pull off one command key, which is either a single character\n // or a special sequence wrapped in '<' and '>', e.g. '<Space>'.\n match = (/<\\w+-.+?>|<\\w+>|./).exec(text);\n key = match[0];\n text = text.substring(match.index + key.length);\n CodeMirror.Vim.handleKey(cm, key);\n if (vim.insertMode) {\n repeatInsertModeChanges(\n cm, register.insertModeChanges[imc++].changes, 1);\n exitInsertMode(cm);\n }\n }\n };\n macroModeState.isPlaying = false;\n }\n\n function logKey(macroModeState, key) {\n if (macroModeState.isPlaying) { return; }\n var registerName = macroModeState.latestRegister;\n var register = vimGlobalState.registerController.getRegister(registerName);\n if (register) {\n register.pushText(key);\n }\n }\n\n function logInsertModeChange(macroModeState) {\n if (macroModeState.isPlaying) { return; }\n var registerName = macroModeState.latestRegister;\n var register = vimGlobalState.registerController.getRegister(registerName);\n if (register) {\n register.pushInsertModeChanges(macroModeState.lastInsertModeChanges);\n }\n }\n\n function logSearchQuery(macroModeState, query) {\n if (macroModeState.isPlaying) { return; }\n var registerName = macroModeState.latestRegister;\n var register = vimGlobalState.registerController.getRegister(registerName);\n if (register) {\n register.pushSearchQuery(query);\n }\n }\n\n /**\n * Listens for changes made in insert mode.\n * Should only be active in insert mode.\n */\n function onChange(_cm, changeObj) {\n var macroModeState = vimGlobalState.macroModeState;\n var lastChange = macroModeState.lastInsertModeChanges;\n if (!macroModeState.isPlaying) {\n while(changeObj) {\n lastChange.expectCursorActivityForChange = true;\n if (changeObj.origin == '+input' || changeObj.origin == 'paste'\n || changeObj.origin === undefined /* only in testing */) {\n var text = changeObj.text.join('\\n');\n lastChange.changes.push(text);\n }\n // Change objects may be chained with next.\n changeObj = changeObj.next;\n }\n }\n }\n\n /**\n * Listens for any kind of cursor activity on CodeMirror.\n */\n function onCursorActivity(cm) {\n var vim = cm.state.vim;\n if (vim.insertMode) {\n // Tracking cursor activity in insert mode (for macro support).\n var macroModeState = vimGlobalState.macroModeState;\n if (macroModeState.isPlaying) { return; }\n var lastChange = macroModeState.lastInsertModeChanges;\n if (lastChange.expectCursorActivityForChange) {\n lastChange.expectCursorActivityForChange = false;\n } else {\n // Cursor moved outside the context of an edit. Reset the change.\n lastChange.changes = [];\n }\n } else if (cm.doc.history.lastSelOrigin == '*mouse') {\n // Reset lastHPos if mouse click was done in normal mode.\n vim.lastHPos = cm.doc.getCursor().ch;\n }\n }\n\n /** Wrapper for special keys pressed in insert mode */\n function InsertModeKey(keyName) {\n this.keyName = keyName;\n }\n\n /**\n * Handles raw key down events from the text area.\n * - Should only be active in insert mode.\n * - For recording deletes in insert mode.\n */\n function onKeyEventTargetKeyDown(e) {\n var macroModeState = vimGlobalState.macroModeState;\n var lastChange = macroModeState.lastInsertModeChanges;\n var keyName = CodeMirror.keyName(e);\n function onKeyFound() {\n lastChange.changes.push(new InsertModeKey(keyName));\n return true;\n }\n if (keyName.indexOf('Delete') != -1 || keyName.indexOf('Backspace') != -1) {\n CodeMirror.lookupKey(keyName, ['vim-insert'], onKeyFound);\n }\n }\n\n /**\n * Repeats the last edit, which includes exactly 1 command and at most 1\n * insert. Operator and motion commands are read from lastEditInputState,\n * while action commands are read from lastEditActionCommand.\n *\n * If repeatForInsert is true, then the function was called by\n * exitInsertMode to repeat the insert mode changes the user just made. The\n * corresponding enterInsertMode call was made with a count.\n */\n function repeatLastEdit(cm, vim, repeat, repeatForInsert) {\n var macroModeState = vimGlobalState.macroModeState;\n macroModeState.isPlaying = true;\n var isAction = !!vim.lastEditActionCommand;\n var cachedInputState = vim.inputState;\n function repeatCommand() {\n if (isAction) {\n commandDispatcher.processAction(cm, vim, vim.lastEditActionCommand);\n } else {\n commandDispatcher.evalInput(cm, vim);\n }\n }\n function repeatInsert(repeat) {\n if (macroModeState.lastInsertModeChanges.changes.length > 0) {\n // For some reason, repeat cw in desktop VIM does not repeat\n // insert mode changes. Will conform to that behavior.\n repeat = !vim.lastEditActionCommand ? 1 : repeat;\n var changeObject = macroModeState.lastInsertModeChanges;\n // This isn't strictly necessary, but since lastInsertModeChanges is\n // supposed to be immutable during replay, this helps catch bugs.\n macroModeState.lastInsertModeChanges = {};\n repeatInsertModeChanges(cm, changeObject.changes, repeat);\n macroModeState.lastInsertModeChanges = changeObject;\n }\n }\n vim.inputState = vim.lastEditInputState;\n if (isAction && vim.lastEditActionCommand.interlaceInsertRepeat) {\n // o and O repeat have to be interlaced with insert repeats so that the\n // insertions appear on separate lines instead of the last line.\n for (var i = 0; i < repeat; i++) {\n repeatCommand();\n repeatInsert(1);\n }\n } else {\n if (!repeatForInsert) {\n // Hack to get the cursor to end up at the right place. If I is\n // repeated in insert mode repeat, cursor will be 1 insert\n // change set left of where it should be.\n repeatCommand();\n }\n repeatInsert(repeat);\n }\n vim.inputState = cachedInputState;\n if (vim.insertMode && !repeatForInsert) {\n // Don't exit insert mode twice. If repeatForInsert is set, then we\n // were called by an exitInsertMode call lower on the stack.\n exitInsertMode(cm);\n }\n macroModeState.isPlaying = false;\n };\n\n function repeatInsertModeChanges(cm, changes, repeat) {\n function keyHandler(binding) {\n if (typeof binding == 'string') {\n CodeMirror.commands[binding](cm);\n } else {\n binding(cm);\n }\n return true;\n }\n for (var i = 0; i < repeat; i++) {\n for (var j = 0; j < changes.length; j++) {\n var change = changes[j];\n if (change instanceof InsertModeKey) {\n CodeMirror.lookupKey(change.keyName, ['vim-insert'], keyHandler);\n } else {\n var cur = cm.getCursor();\n cm.replaceRange(change, cur, cur);\n }\n }\n }\n }\n\n resetVimGlobalState();\n return vimApi;\n };\n // Initialize Vim and make it available as an API.\n CodeMirror.Vim = Vim();\n});\n"
},
"$:/plugins/tiddlywiki/codemirror/keymap/sublime.js": {
"type": "application/javascript",
"title": "$:/plugins/tiddlywiki/codemirror/keymap/sublime.js",
"module-type": "library",
"text": "// A rough approximation of Sublime Text's keybindings\n// Depends on addon/search/searchcursor.js and optionally addon/dialog/dialogs.js\n\n(function(mod) {\n if (typeof exports == \"object\" && typeof module == \"object\") // CommonJS\n mod(require(\"../lib/codemirror\"), require(\"../addon/search/searchcursor\"), require(\"../addon/edit/matchbrackets\"));\n else if (typeof define == \"function\" && define.amd) // AMD\n define([\"../lib/codemirror\", \"../addon/search/searchcursor\", \"../addon/edit/matchbrackets\"], mod);\n else // Plain browser env\n mod(CodeMirror);\n})(function(CodeMirror) {\n \"use strict\";\n\n var map = CodeMirror.keyMap.sublime = {fallthrough: \"default\"};\n var cmds = CodeMirror.commands;\n var Pos = CodeMirror.Pos;\n var ctrl = CodeMirror.keyMap[\"default\"] == CodeMirror.keyMap.pcDefault ? \"Ctrl-\" : \"Cmd-\";\n\n // This is not exactly Sublime's algorithm. I couldn't make heads or tails of that.\n function findPosSubword(doc, start, dir) {\n if (dir < 0 && start.ch == 0) return doc.clipPos(Pos(start.line - 1));\n var line = doc.getLine(start.line);\n if (dir > 0 && start.ch >= line.length) return doc.clipPos(Pos(start.line + 1, 0));\n var state = \"start\", type;\n for (var pos = start.ch, e = dir < 0 ? 0 : line.length, i = 0; pos != e; pos += dir, i++) {\n var next = line.charAt(dir < 0 ? pos - 1 : pos);\n var cat = next != \"_\" && CodeMirror.isWordChar(next) ? \"w\" : \"o\";\n if (cat == \"w\" && next.toUpperCase() == next) cat = \"W\";\n if (state == \"start\") {\n if (cat != \"o\") { state = \"in\"; type = cat; }\n } else if (state == \"in\") {\n if (type != cat) {\n if (type == \"w\" && cat == \"W\" && dir < 0) pos--;\n if (type == \"W\" && cat == \"w\" && dir > 0) { type = \"w\"; continue; }\n break;\n }\n }\n }\n return Pos(start.line, pos);\n }\n\n function moveSubword(cm, dir) {\n cm.extendSelectionsBy(function(range) {\n if (cm.display.shift || cm.doc.extend || range.empty())\n return findPosSubword(cm.doc, range.head, dir);\n else\n return dir < 0 ? range.from() : range.to();\n });\n }\n\n cmds[map[\"Alt-Left\"] = \"goSubwordLeft\"] = function(cm) { moveSubword(cm, -1); };\n cmds[map[\"Alt-Right\"] = \"goSubwordRight\"] = function(cm) { moveSubword(cm, 1); };\n\n cmds[map[ctrl + \"Up\"] = \"scrollLineUp\"] = function(cm) {\n var info = cm.getScrollInfo();\n if (!cm.somethingSelected()) {\n var visibleBottomLine = cm.lineAtHeight(info.top + info.clientHeight, \"local\");\n if (cm.getCursor().line >= visibleBottomLine)\n cm.execCommand(\"goLineUp\");\n }\n cm.scrollTo(null, info.top - cm.defaultTextHeight());\n };\n cmds[map[ctrl + \"Down\"] = \"scrollLineDown\"] = function(cm) {\n var info = cm.getScrollInfo();\n if (!cm.somethingSelected()) {\n var visibleTopLine = cm.lineAtHeight(info.top, \"local\")+1;\n if (cm.getCursor().line <= visibleTopLine)\n cm.execCommand(\"goLineDown\");\n }\n cm.scrollTo(null, info.top + cm.defaultTextHeight());\n };\n\n cmds[map[\"Shift-\" + ctrl + \"L\"] = \"splitSelectionByLine\"] = function(cm) {\n var ranges = cm.listSelections(), lineRanges = [];\n for (var i = 0; i < ranges.length; i++) {\n var from = ranges[i].from(), to = ranges[i].to();\n for (var line = from.line; line <= to.line; ++line)\n if (!(to.line > from.line && line == to.line && to.ch == 0))\n lineRanges.push({anchor: line == from.line ? from : Pos(line, 0),\n head: line == to.line ? to : Pos(line)});\n }\n cm.setSelections(lineRanges, 0);\n };\n\n map[\"Shift-Tab\"] = \"indentLess\";\n\n cmds[map[\"Esc\"] = \"singleSelectionTop\"] = function(cm) {\n var range = cm.listSelections()[0];\n cm.setSelection(range.anchor, range.head, {scroll: false});\n };\n\n cmds[map[ctrl + \"L\"] = \"selectLine\"] = function(cm) {\n var ranges = cm.listSelections(), extended = [];\n for (var i = 0; i < ranges.length; i++) {\n var range = ranges[i];\n extended.push({anchor: Pos(range.from().line, 0),\n head: Pos(range.to().line + 1, 0)});\n }\n cm.setSelections(extended);\n };\n\n map[\"Shift-\" + ctrl + \"K\"] = \"deleteLine\";\n\n function insertLine(cm, above) {\n cm.operation(function() {\n var len = cm.listSelections().length, newSelection = [], last = -1;\n for (var i = 0; i < len; i++) {\n var head = cm.listSelections()[i].head;\n if (head.line <= last) continue;\n var at = Pos(head.line + (above ? 0 : 1), 0);\n cm.replaceRange(\"\\n\", at, null, \"+insertLine\");\n cm.indentLine(at.line, null, true);\n newSelection.push({head: at, anchor: at});\n last = head.line + 1;\n }\n cm.setSelections(newSelection);\n });\n }\n\n cmds[map[ctrl + \"Enter\"] = \"insertLineAfter\"] = function(cm) { insertLine(cm, false); };\n\n cmds[map[\"Shift-\" + ctrl + \"Enter\"] = \"insertLineBefore\"] = function(cm) { insertLine(cm, true); };\n\n function wordAt(cm, pos) {\n var start = pos.ch, end = start, line = cm.getLine(pos.line);\n while (start && CodeMirror.isWordChar(line.charAt(start - 1))) --start;\n while (end < line.length && CodeMirror.isWordChar(line.charAt(end))) ++end;\n return {from: Pos(pos.line, start), to: Pos(pos.line, end), word: line.slice(start, end)};\n }\n\n cmds[map[ctrl + \"D\"] = \"selectNextOccurrence\"] = function(cm) {\n var from = cm.getCursor(\"from\"), to = cm.getCursor(\"to\");\n var fullWord = cm.state.sublimeFindFullWord == cm.doc.sel;\n if (CodeMirror.cmpPos(from, to) == 0) {\n var word = wordAt(cm, from);\n if (!word.word) return;\n cm.setSelection(word.from, word.to);\n fullWord = true;\n } else {\n var text = cm.getRange(from, to);\n var query = fullWord ? new RegExp(\"\\\\b\" + text + \"\\\\b\") : text;\n var cur = cm.getSearchCursor(query, to);\n if (cur.findNext()) {\n cm.addSelection(cur.from(), cur.to());\n } else {\n cur = cm.getSearchCursor(query, Pos(cm.firstLine(), 0));\n if (cur.findNext())\n cm.addSelection(cur.from(), cur.to());\n }\n }\n if (fullWord)\n cm.state.sublimeFindFullWord = cm.doc.sel;\n };\n\n var mirror = \"(){}[]\";\n function selectBetweenBrackets(cm) {\n var pos = cm.getCursor(), opening = cm.scanForBracket(pos, -1);\n if (!opening) return;\n for (;;) {\n var closing = cm.scanForBracket(pos, 1);\n if (!closing) return;\n if (closing.ch == mirror.charAt(mirror.indexOf(opening.ch) + 1)) {\n cm.setSelection(Pos(opening.pos.line, opening.pos.ch + 1), closing.pos, false);\n return true;\n }\n pos = Pos(closing.pos.line, closing.pos.ch + 1);\n }\n }\n\n cmds[map[\"Shift-\" + ctrl + \"Space\"] = \"selectScope\"] = function(cm) {\n selectBetweenBrackets(cm) || cm.execCommand(\"selectAll\");\n };\n cmds[map[\"Shift-\" + ctrl + \"M\"] = \"selectBetweenBrackets\"] = function(cm) {\n if (!selectBetweenBrackets(cm)) return CodeMirror.Pass;\n };\n\n cmds[map[ctrl + \"M\"] = \"goToBracket\"] = function(cm) {\n cm.extendSelectionsBy(function(range) {\n var next = cm.scanForBracket(range.head, 1);\n if (next && CodeMirror.cmpPos(next.pos, range.head) != 0) return next.pos;\n var prev = cm.scanForBracket(range.head, -1);\n return prev && Pos(prev.pos.line, prev.pos.ch + 1) || range.head;\n });\n };\n\n cmds[map[\"Shift-\" + ctrl + \"Up\"] = \"swapLineUp\"] = function(cm) {\n var ranges = cm.listSelections(), linesToMove = [], at = cm.firstLine() - 1;\n for (var i = 0; i < ranges.length; i++) {\n var range = ranges[i], from = range.from().line - 1, to = range.to().line;\n if (from > at) linesToMove.push(from, to);\n else if (linesToMove.length) linesToMove[linesToMove.length - 1] = to;\n at = to;\n }\n cm.operation(function() {\n for (var i = 0; i < linesToMove.length; i += 2) {\n var from = linesToMove[i], to = linesToMove[i + 1];\n var line = cm.getLine(from);\n cm.replaceRange(\"\", Pos(from, 0), Pos(from + 1, 0), \"+swapLine\");\n if (to > cm.lastLine()) {\n cm.replaceRange(\"\\n\" + line, Pos(cm.lastLine()), null, \"+swapLine\");\n var sels = cm.listSelections(), last = sels[sels.length - 1];\n var head = last.head.line == to ? Pos(to - 1) : last.head;\n var anchor = last.anchor.line == to ? Pos(to - 1) : last.anchor;\n cm.setSelections(sels.slice(0, sels.length - 1).concat([{head: head, anchor: anchor}]));\n } else {\n cm.replaceRange(line + \"\\n\", Pos(to, 0), null, \"+swapLine\");\n }\n }\n cm.scrollIntoView();\n });\n };\n\n cmds[map[\"Shift-\" + ctrl + \"Down\"] = \"swapLineDown\"] = function(cm) {\n var ranges = cm.listSelections(), linesToMove = [], at = cm.lastLine() + 1;\n for (var i = ranges.length - 1; i >= 0; i--) {\n var range = ranges[i], from = range.to().line + 1, to = range.from().line;\n if (from < at) linesToMove.push(from, to);\n else if (linesToMove.length) linesToMove[linesToMove.length - 1] = to;\n at = to;\n }\n cm.operation(function() {\n for (var i = linesToMove.length - 2; i >= 0; i -= 2) {\n var from = linesToMove[i], to = linesToMove[i + 1];\n var line = cm.getLine(from);\n if (from == cm.lastLine())\n cm.replaceRange(\"\", Pos(from - 1), Pos(from), \"+swapLine\");\n else\n cm.replaceRange(\"\", Pos(from, 0), Pos(from + 1, 0), \"+swapLine\");\n cm.replaceRange(line + \"\\n\", Pos(to, 0), null, \"+swapLine\");\n }\n cm.scrollIntoView();\n });\n };\n\n map[ctrl + \"/\"] = \"toggleComment\";\n\n cmds[map[ctrl + \"J\"] = \"joinLines\"] = function(cm) {\n var ranges = cm.listSelections(), joined = [];\n for (var i = 0; i < ranges.length; i++) {\n var range = ranges[i], from = range.from();\n var start = from.line, end = range.to().line;\n while (i < ranges.length - 1 && ranges[i + 1].from().line == end)\n end = ranges[++i].to().line;\n joined.push({start: start, end: end, anchor: !range.empty() && from});\n }\n cm.operation(function() {\n var offset = 0, ranges = [];\n for (var i = 0; i < joined.length; i++) {\n var obj = joined[i];\n var anchor = obj.anchor && Pos(obj.anchor.line - offset, obj.anchor.ch), head;\n for (var line = obj.start; line <= obj.end; line++) {\n var actual = line - offset;\n if (line == obj.end) head = Pos(actual, cm.getLine(actual).length + 1);\n if (actual < cm.lastLine()) {\n cm.replaceRange(\" \", Pos(actual), Pos(actual + 1, /^\\s*/.exec(cm.getLine(actual + 1))[0].length));\n ++offset;\n }\n }\n ranges.push({anchor: anchor || head, head: head});\n }\n cm.setSelections(ranges, 0);\n });\n };\n\n cmds[map[\"Shift-\" + ctrl + \"D\"] = \"duplicateLine\"] = function(cm) {\n cm.operation(function() {\n var rangeCount = cm.listSelections().length;\n for (var i = 0; i < rangeCount; i++) {\n var range = cm.listSelections()[i];\n if (range.empty())\n cm.replaceRange(cm.getLine(range.head.line) + \"\\n\", Pos(range.head.line, 0));\n else\n cm.replaceRange(cm.getRange(range.from(), range.to()), range.from());\n }\n cm.scrollIntoView();\n });\n };\n\n map[ctrl + \"T\"] = \"transposeChars\";\n\n function sortLines(cm, caseSensitive) {\n var ranges = cm.listSelections(), toSort = [], selected;\n for (var i = 0; i < ranges.length; i++) {\n var range = ranges[i];\n if (range.empty()) continue;\n var from = range.from().line, to = range.to().line;\n while (i < ranges.length - 1 && ranges[i + 1].from().line == to)\n to = range[++i].to().line;\n toSort.push(from, to);\n }\n if (toSort.length) selected = true;\n else toSort.push(cm.firstLine(), cm.lastLine());\n\n cm.operation(function() {\n var ranges = [];\n for (var i = 0; i < toSort.length; i += 2) {\n var from = toSort[i], to = toSort[i + 1];\n var start = Pos(from, 0), end = Pos(to);\n var lines = cm.getRange(start, end, false);\n if (caseSensitive)\n lines.sort();\n else\n lines.sort(function(a, b) {\n var au = a.toUpperCase(), bu = b.toUpperCase();\n if (au != bu) { a = au; b = bu; }\n return a < b ? -1 : a == b ? 0 : 1;\n });\n cm.replaceRange(lines, start, end);\n if (selected) ranges.push({anchor: start, head: end});\n }\n if (selected) cm.setSelections(ranges, 0);\n });\n }\n\n cmds[map[\"F9\"] = \"sortLines\"] = function(cm) { sortLines(cm, true); };\n cmds[map[ctrl + \"F9\"] = \"sortLinesInsensitive\"] = function(cm) { sortLines(cm, false); };\n\n cmds[map[\"F2\"] = \"nextBookmark\"] = function(cm) {\n var marks = cm.state.sublimeBookmarks;\n if (marks) while (marks.length) {\n var current = marks.shift();\n var found = current.find();\n if (found) {\n marks.push(current);\n return cm.setSelection(found.from, found.to);\n }\n }\n };\n\n cmds[map[\"Shift-F2\"] = \"prevBookmark\"] = function(cm) {\n var marks = cm.state.sublimeBookmarks;\n if (marks) while (marks.length) {\n marks.unshift(marks.pop());\n var found = marks[marks.length - 1].find();\n if (!found)\n marks.pop();\n else\n return cm.setSelection(found.from, found.to);\n }\n };\n\n cmds[map[ctrl + \"F2\"] = \"toggleBookmark\"] = function(cm) {\n var ranges = cm.listSelections();\n var marks = cm.state.sublimeBookmarks || (cm.state.sublimeBookmarks = []);\n for (var i = 0; i < ranges.length; i++) {\n var from = ranges[i].from(), to = ranges[i].to();\n var found = cm.findMarks(from, to);\n for (var j = 0; j < found.length; j++) {\n if (found[j].sublimeBookmark) {\n found[j].clear();\n for (var k = 0; k < marks.length; k++)\n if (marks[k] == found[j])\n marks.splice(k--, 1);\n break;\n }\n }\n if (j == found.length)\n marks.push(cm.markText(from, to, {sublimeBookmark: true, clearWhenEmpty: false}));\n }\n };\n\n cmds[map[\"Shift-\" + ctrl + \"F2\"] = \"clearBookmarks\"] = function(cm) {\n var marks = cm.state.sublimeBookmarks;\n if (marks) for (var i = 0; i < marks.length; i++) marks[i].clear();\n marks.length = 0;\n };\n\n cmds[map[\"Alt-F2\"] = \"selectBookmarks\"] = function(cm) {\n var marks = cm.state.sublimeBookmarks, ranges = [];\n if (marks) for (var i = 0; i < marks.length; i++) {\n var found = marks[i].find();\n if (!found)\n marks.splice(i--, 0);\n else\n ranges.push({anchor: found.from, head: found.to});\n }\n if (ranges.length)\n cm.setSelections(ranges, 0);\n };\n\n map[\"Alt-Q\"] = \"wrapLines\";\n\n var mapK = CodeMirror.keyMap[\"sublime-Ctrl-K\"] = {auto: \"sublime\", nofallthrough: true};\n\n map[ctrl + \"K\"] = function(cm) {cm.setOption(\"keyMap\", \"sublime-Ctrl-K\");};\n\n function modifyWordOrSelection(cm, mod) {\n cm.operation(function() {\n var ranges = cm.listSelections(), indices = [], replacements = [];\n for (var i = 0; i < ranges.length; i++) {\n var range = ranges[i];\n if (range.empty()) { indices.push(i); replacements.push(\"\"); }\n else replacements.push(mod(cm.getRange(range.from(), range.to())));\n }\n cm.replaceSelections(replacements, \"around\", \"case\");\n for (var i = indices.length - 1, at; i >= 0; i--) {\n var range = ranges[indices[i]];\n if (at && CodeMirror.cmpPos(range.head, at) > 0) continue;\n var word = wordAt(cm, range.head);\n at = word.from;\n cm.replaceRange(mod(word.word), word.from, word.to);\n }\n });\n }\n\n mapK[ctrl + \"Backspace\"] = \"delLineLeft\";\n\n cmds[mapK[ctrl + \"K\"] = \"delLineRight\"] = function(cm) {\n cm.operation(function() {\n var ranges = cm.listSelections();\n for (var i = ranges.length - 1; i >= 0; i--)\n cm.replaceRange(\"\", ranges[i].anchor, Pos(ranges[i].to().line), \"+delete\");\n cm.scrollIntoView();\n });\n };\n\n cmds[mapK[ctrl + \"U\"] = \"upcaseAtCursor\"] = function(cm) {\n modifyWordOrSelection(cm, function(str) { return str.toUpperCase(); });\n };\n cmds[mapK[ctrl + \"L\"] = \"downcaseAtCursor\"] = function(cm) {\n modifyWordOrSelection(cm, function(str) { return str.toLowerCase(); });\n };\n\n cmds[mapK[ctrl + \"Space\"] = \"setSublimeMark\"] = function(cm) {\n if (cm.state.sublimeMark) cm.state.sublimeMark.clear();\n cm.state.sublimeMark = cm.setBookmark(cm.getCursor());\n };\n cmds[mapK[ctrl + \"A\"] = \"selectToSublimeMark\"] = function(cm) {\n var found = cm.state.sublimeMark && cm.state.sublimeMark.find();\n if (found) cm.setSelection(cm.getCursor(), found);\n };\n cmds[mapK[ctrl + \"W\"] = \"deleteToSublimeMark\"] = function(cm) {\n var found = cm.state.sublimeMark && cm.state.sublimeMark.find();\n if (found) {\n var from = cm.getCursor(), to = found;\n if (CodeMirror.cmpPos(from, to) > 0) { var tmp = to; to = from; from = tmp; }\n cm.state.sublimeKilled = cm.getRange(from, to);\n cm.replaceRange(\"\", from, to);\n }\n };\n cmds[mapK[ctrl + \"X\"] = \"swapWithSublimeMark\"] = function(cm) {\n var found = cm.state.sublimeMark && cm.state.sublimeMark.find();\n if (found) {\n cm.state.sublimeMark.clear();\n cm.state.sublimeMark = cm.setBookmark(cm.getCursor());\n cm.setCursor(found);\n }\n };\n cmds[mapK[ctrl + \"Y\"] = \"sublimeYank\"] = function(cm) {\n if (cm.state.sublimeKilled != null)\n cm.replaceSelection(cm.state.sublimeKilled, null, \"paste\");\n };\n\n mapK[ctrl + \"G\"] = \"clearBookmarks\";\n cmds[mapK[ctrl + \"C\"] = \"showInCenter\"] = function(cm) {\n var pos = cm.cursorCoords(null, \"local\");\n cm.scrollTo(null, (pos.top + pos.bottom) / 2 - cm.getScrollInfo().clientHeight / 2);\n };\n\n cmds[map[\"Shift-Alt-Up\"] = \"selectLinesUpward\"] = function(cm) {\n cm.operation(function() {\n var ranges = cm.listSelections();\n for (var i = 0; i < ranges.length; i++) {\n var range = ranges[i];\n if (range.head.line > cm.firstLine())\n cm.addSelection(Pos(range.head.line - 1, range.head.ch));\n }\n });\n };\n cmds[map[\"Shift-Alt-Down\"] = \"selectLinesDownward\"] = function(cm) {\n cm.operation(function() {\n var ranges = cm.listSelections();\n for (var i = 0; i < ranges.length; i++) {\n var range = ranges[i];\n if (range.head.line < cm.lastLine())\n cm.addSelection(Pos(range.head.line + 1, range.head.ch));\n }\n });\n };\n\n function findAndGoTo(cm, forward) {\n var from = cm.getCursor(\"from\"), to = cm.getCursor(\"to\");\n if (CodeMirror.cmpPos(from, to) == 0) {\n var word = wordAt(cm, from);\n if (!word.word) return;\n from = word.from;\n to = word.to;\n }\n\n var query = cm.getRange(from, to);\n var cur = cm.getSearchCursor(query, forward ? to : from);\n\n if (forward ? cur.findNext() : cur.findPrevious()) {\n cm.setSelection(cur.from(), cur.to());\n } else {\n cur = cm.getSearchCursor(query, forward ? Pos(cm.firstLine(), 0)\n : cm.clipPos(Pos(cm.lastLine())));\n if (forward ? cur.findNext() : cur.findPrevious())\n cm.setSelection(cur.from(), cur.to());\n else if (word)\n cm.setSelection(from, to);\n }\n };\n cmds[map[ctrl + \"F3\"] = \"findUnder\"] = function(cm) { findAndGoTo(cm, true); };\n cmds[map[\"Shift-\" + ctrl + \"F3\"] = \"findUnderPrevious\"] = function(cm) { findAndGoTo(cm,false); };\n\n map[\"Shift-\" + ctrl + \"[\"] = \"fold\";\n map[\"Shift-\" + ctrl + \"]\"] = \"unfold\";\n mapK[ctrl + \"0\"] = mapK[ctrl + \"j\"] = \"unfoldAll\";\n\n map[ctrl + \"I\"] = \"findIncremental\";\n map[\"Shift-\" + ctrl + \"I\"] = \"findIncrementalReverse\";\n map[ctrl + \"H\"] = \"replace\";\n map[\"F3\"] = \"findNext\";\n map[\"Shift-F3\"] = \"findPrev\";\n\n});\n"
},
"$:/plugins/tiddlywiki/codemirror/keymap/emacs.js": {
"type": "application/javascript",
"title": "$:/plugins/tiddlywiki/codemirror/keymap/emacs.js",
"module-type": "library",
"text": "(function(mod) {\n if (typeof exports == \"object\" && typeof module == \"object\") // CommonJS\n mod(require(\"../lib/codemirror\"));\n else if (typeof define == \"function\" && define.amd) // AMD\n define([\"../lib/codemirror\"], mod);\n else // Plain browser env\n mod(CodeMirror);\n})(function(CodeMirror) {\n \"use strict\";\n\n var Pos = CodeMirror.Pos;\n function posEq(a, b) { return a.line == b.line && a.ch == b.ch; }\n\n // Kill 'ring'\n\n var killRing = [];\n function addToRing(str) {\n killRing.push(str);\n if (killRing.length > 50) killRing.shift();\n }\n function growRingTop(str) {\n if (!killRing.length) return addToRing(str);\n killRing[killRing.length - 1] += str;\n }\n function getFromRing(n) { return killRing[killRing.length - (n ? Math.min(n, 1) : 1)] || \"\"; }\n function popFromRing() { if (killRing.length > 1) killRing.pop(); return getFromRing(); }\n\n var lastKill = null;\n\n function kill(cm, from, to, mayGrow, text) {\n if (text == null) text = cm.getRange(from, to);\n\n if (mayGrow && lastKill && lastKill.cm == cm && posEq(from, lastKill.pos) && cm.isClean(lastKill.gen))\n growRingTop(text);\n else\n addToRing(text);\n cm.replaceRange(\"\", from, to, \"+delete\");\n\n if (mayGrow) lastKill = {cm: cm, pos: from, gen: cm.changeGeneration()};\n else lastKill = null;\n }\n\n // Boundaries of various units\n\n function byChar(cm, pos, dir) {\n return cm.findPosH(pos, dir, \"char\", true);\n }\n\n function byWord(cm, pos, dir) {\n return cm.findPosH(pos, dir, \"word\", true);\n }\n\n function byLine(cm, pos, dir) {\n return cm.findPosV(pos, dir, \"line\", cm.doc.sel.goalColumn);\n }\n\n function byPage(cm, pos, dir) {\n return cm.findPosV(pos, dir, \"page\", cm.doc.sel.goalColumn);\n }\n\n function byParagraph(cm, pos, dir) {\n var no = pos.line, line = cm.getLine(no);\n var sawText = /\\S/.test(dir < 0 ? line.slice(0, pos.ch) : line.slice(pos.ch));\n var fst = cm.firstLine(), lst = cm.lastLine();\n for (;;) {\n no += dir;\n if (no < fst || no > lst)\n return cm.clipPos(Pos(no - dir, dir < 0 ? 0 : null));\n line = cm.getLine(no);\n var hasText = /\\S/.test(line);\n if (hasText) sawText = true;\n else if (sawText) return Pos(no, 0);\n }\n }\n\n function bySentence(cm, pos, dir) {\n var line = pos.line, ch = pos.ch;\n var text = cm.getLine(pos.line), sawWord = false;\n for (;;) {\n var next = text.charAt(ch + (dir < 0 ? -1 : 0));\n if (!next) { // End/beginning of line reached\n if (line == (dir < 0 ? cm.firstLine() : cm.lastLine())) return Pos(line, ch);\n text = cm.getLine(line + dir);\n if (!/\\S/.test(text)) return Pos(line, ch);\n line += dir;\n ch = dir < 0 ? text.length : 0;\n continue;\n }\n if (sawWord && /[!?.]/.test(next)) return Pos(line, ch + (dir > 0 ? 1 : 0));\n if (!sawWord) sawWord = /\\w/.test(next);\n ch += dir;\n }\n }\n\n function byExpr(cm, pos, dir) {\n var wrap;\n if (cm.findMatchingBracket && (wrap = cm.findMatchingBracket(pos, true))\n && wrap.match && (wrap.forward ? 1 : -1) == dir)\n return dir > 0 ? Pos(wrap.to.line, wrap.to.ch + 1) : wrap.to;\n\n for (var first = true;; first = false) {\n var token = cm.getTokenAt(pos);\n var after = Pos(pos.line, dir < 0 ? token.start : token.end);\n if (first && dir > 0 && token.end == pos.ch || !/\\w/.test(token.string)) {\n var newPos = cm.findPosH(after, dir, \"char\");\n if (posEq(after, newPos)) return pos;\n else pos = newPos;\n } else {\n return after;\n }\n }\n }\n\n // Prefixes (only crudely supported)\n\n function getPrefix(cm, precise) {\n var digits = cm.state.emacsPrefix;\n if (!digits) return precise ? null : 1;\n clearPrefix(cm);\n return digits == \"-\" ? -1 : Number(digits);\n }\n\n function repeated(cmd) {\n var f = typeof cmd == \"string\" ? function(cm) { cm.execCommand(cmd); } : cmd;\n return function(cm) {\n var prefix = getPrefix(cm);\n f(cm);\n for (var i = 1; i < prefix; ++i) f(cm);\n };\n }\n\n function findEnd(cm, by, dir) {\n var pos = cm.getCursor(), prefix = getPrefix(cm);\n if (prefix < 0) { dir = -dir; prefix = -prefix; }\n for (var i = 0; i < prefix; ++i) {\n var newPos = by(cm, pos, dir);\n if (posEq(newPos, pos)) break;\n pos = newPos;\n }\n return pos;\n }\n\n function move(by, dir) {\n var f = function(cm) {\n cm.extendSelection(findEnd(cm, by, dir));\n };\n f.motion = true;\n return f;\n }\n\n function killTo(cm, by, dir) {\n kill(cm, cm.getCursor(), findEnd(cm, by, dir), true);\n }\n\n function addPrefix(cm, digit) {\n if (cm.state.emacsPrefix) {\n if (digit != \"-\") cm.state.emacsPrefix += digit;\n return;\n }\n // Not active yet\n cm.state.emacsPrefix = digit;\n cm.on(\"keyHandled\", maybeClearPrefix);\n cm.on(\"inputRead\", maybeDuplicateInput);\n }\n\n var prefixPreservingKeys = {\"Alt-G\": true, \"Ctrl-X\": true, \"Ctrl-Q\": true, \"Ctrl-U\": true};\n\n function maybeClearPrefix(cm, arg) {\n if (!cm.state.emacsPrefixMap && !prefixPreservingKeys.hasOwnProperty(arg))\n clearPrefix(cm);\n }\n\n function clearPrefix(cm) {\n cm.state.emacsPrefix = null;\n cm.off(\"keyHandled\", maybeClearPrefix);\n cm.off(\"inputRead\", maybeDuplicateInput);\n }\n\n function maybeDuplicateInput(cm, event) {\n var dup = getPrefix(cm);\n if (dup > 1 && event.origin == \"+input\") {\n var one = event.text.join(\"\\n\"), txt = \"\";\n for (var i = 1; i < dup; ++i) txt += one;\n cm.replaceSelection(txt);\n }\n }\n\n function addPrefixMap(cm) {\n cm.state.emacsPrefixMap = true;\n cm.addKeyMap(prefixMap);\n cm.on(\"keyHandled\", maybeRemovePrefixMap);\n cm.on(\"inputRead\", maybeRemovePrefixMap);\n }\n\n function maybeRemovePrefixMap(cm, arg) {\n if (typeof arg == \"string\" && (/^\\d$/.test(arg) || arg == \"Ctrl-U\")) return;\n cm.removeKeyMap(prefixMap);\n cm.state.emacsPrefixMap = false;\n cm.off(\"keyHandled\", maybeRemovePrefixMap);\n cm.off(\"inputRead\", maybeRemovePrefixMap);\n }\n\n // Utilities\n\n function setMark(cm) {\n cm.setCursor(cm.getCursor());\n cm.setExtending(!cm.getExtending());\n cm.on(\"change\", function() { cm.setExtending(false); });\n }\n\n function clearMark(cm) {\n cm.setExtending(false);\n cm.setCursor(cm.getCursor());\n }\n\n function getInput(cm, msg, f) {\n if (cm.openDialog)\n cm.openDialog(msg + \": <input type=\\\"text\\\" style=\\\"width: 10em\\\"/>\", f, {bottom: true});\n else\n f(prompt(msg, \"\"));\n }\n\n function operateOnWord(cm, op) {\n var start = cm.getCursor(), end = cm.findPosH(start, 1, \"word\");\n cm.replaceRange(op(cm.getRange(start, end)), start, end);\n cm.setCursor(end);\n }\n\n function toEnclosingExpr(cm) {\n var pos = cm.getCursor(), line = pos.line, ch = pos.ch;\n var stack = [];\n while (line >= cm.firstLine()) {\n var text = cm.getLine(line);\n for (var i = ch == null ? text.length : ch; i > 0;) {\n var ch = text.charAt(--i);\n if (ch == \")\")\n stack.push(\"(\");\n else if (ch == \"]\")\n stack.push(\"[\");\n else if (ch == \"}\")\n stack.push(\"{\");\n else if (/[\\(\\{\\[]/.test(ch) && (!stack.length || stack.pop() != ch))\n return cm.extendSelection(Pos(line, i));\n }\n --line; ch = null;\n }\n }\n\n function quit(cm) {\n cm.execCommand(\"clearSearch\");\n clearMark(cm);\n }\n\n // Actual keymap\n\n var keyMap = CodeMirror.keyMap.emacs = {\n \"Ctrl-W\": function(cm) {kill(cm, cm.getCursor(\"start\"), cm.getCursor(\"end\"));},\n \"Ctrl-K\": repeated(function(cm) {\n var start = cm.getCursor(), end = cm.clipPos(Pos(start.line));\n var text = cm.getRange(start, end);\n if (!/\\S/.test(text)) {\n text += \"\\n\";\n end = Pos(start.line + 1, 0);\n }\n kill(cm, start, end, true, text);\n }),\n \"Alt-W\": function(cm) {\n addToRing(cm.getSelection());\n clearMark(cm);\n },\n \"Ctrl-Y\": function(cm) {\n var start = cm.getCursor();\n cm.replaceRange(getFromRing(getPrefix(cm)), start, start, \"paste\");\n cm.setSelection(start, cm.getCursor());\n },\n \"Alt-Y\": function(cm) {cm.replaceSelection(popFromRing(), \"around\", \"paste\");},\n\n \"Ctrl-Space\": setMark, \"Ctrl-Shift-2\": setMark,\n\n \"Ctrl-F\": move(byChar, 1), \"Ctrl-B\": move(byChar, -1),\n \"Right\": move(byChar, 1), \"Left\": move(byChar, -1),\n \"Ctrl-D\": function(cm) { killTo(cm, byChar, 1); },\n \"Delete\": function(cm) { killTo(cm, byChar, 1); },\n \"Ctrl-H\": function(cm) { killTo(cm, byChar, -1); },\n \"Backspace\": function(cm) { killTo(cm, byChar, -1); },\n\n \"Alt-F\": move(byWord, 1), \"Alt-B\": move(byWord, -1),\n \"Alt-D\": function(cm) { killTo(cm, byWord, 1); },\n \"Alt-Backspace\": function(cm) { killTo(cm, byWord, -1); },\n\n \"Ctrl-N\": move(byLine, 1), \"Ctrl-P\": move(byLine, -1),\n \"Down\": move(byLine, 1), \"Up\": move(byLine, -1),\n \"Ctrl-A\": \"goLineStart\", \"Ctrl-E\": \"goLineEnd\",\n \"End\": \"goLineEnd\", \"Home\": \"goLineStart\",\n\n \"Alt-V\": move(byPage, -1), \"Ctrl-V\": move(byPage, 1),\n \"PageUp\": move(byPage, -1), \"PageDown\": move(byPage, 1),\n\n \"Ctrl-Up\": move(byParagraph, -1), \"Ctrl-Down\": move(byParagraph, 1),\n\n \"Alt-A\": move(bySentence, -1), \"Alt-E\": move(bySentence, 1),\n \"Alt-K\": function(cm) { killTo(cm, bySentence, 1); },\n\n \"Ctrl-Alt-K\": function(cm) { killTo(cm, byExpr, 1); },\n \"Ctrl-Alt-Backspace\": function(cm) { killTo(cm, byExpr, -1); },\n \"Ctrl-Alt-F\": move(byExpr, 1), \"Ctrl-Alt-B\": move(byExpr, -1),\n\n \"Shift-Ctrl-Alt-2\": function(cm) {\n cm.setSelection(findEnd(cm, byExpr, 1), cm.getCursor());\n },\n \"Ctrl-Alt-T\": function(cm) {\n var leftStart = byExpr(cm, cm.getCursor(), -1), leftEnd = byExpr(cm, leftStart, 1);\n var rightEnd = byExpr(cm, leftEnd, 1), rightStart = byExpr(cm, rightEnd, -1);\n cm.replaceRange(cm.getRange(rightStart, rightEnd) + cm.getRange(leftEnd, rightStart) +\n cm.getRange(leftStart, leftEnd), leftStart, rightEnd);\n },\n \"Ctrl-Alt-U\": repeated(toEnclosingExpr),\n\n \"Alt-Space\": function(cm) {\n var pos = cm.getCursor(), from = pos.ch, to = pos.ch, text = cm.getLine(pos.line);\n while (from && /\\s/.test(text.charAt(from - 1))) --from;\n while (to < text.length && /\\s/.test(text.charAt(to))) ++to;\n cm.replaceRange(\" \", Pos(pos.line, from), Pos(pos.line, to));\n },\n \"Ctrl-O\": repeated(function(cm) { cm.replaceSelection(\"\\n\", \"start\"); }),\n \"Ctrl-T\": repeated(function(cm) {\n cm.execCommand(\"transposeChars\");\n }),\n\n \"Alt-C\": repeated(function(cm) {\n operateOnWord(cm, function(w) {\n var letter = w.search(/\\w/);\n if (letter == -1) return w;\n return w.slice(0, letter) + w.charAt(letter).toUpperCase() + w.slice(letter + 1).toLowerCase();\n });\n }),\n \"Alt-U\": repeated(function(cm) {\n operateOnWord(cm, function(w) { return w.toUpperCase(); });\n }),\n \"Alt-L\": repeated(function(cm) {\n operateOnWord(cm, function(w) { return w.toLowerCase(); });\n }),\n\n \"Alt-;\": \"toggleComment\",\n\n \"Ctrl-/\": repeated(\"undo\"), \"Shift-Ctrl--\": repeated(\"undo\"),\n \"Ctrl-Z\": repeated(\"undo\"), \"Cmd-Z\": repeated(\"undo\"),\n \"Shift-Alt-,\": \"goDocStart\", \"Shift-Alt-.\": \"goDocEnd\",\n \"Ctrl-S\": \"findNext\", \"Ctrl-R\": \"findPrev\", \"Ctrl-G\": quit, \"Shift-Alt-5\": \"replace\",\n \"Alt-/\": \"autocomplete\",\n \"Ctrl-J\": \"newlineAndIndent\", \"Enter\": false, \"Tab\": \"indentAuto\",\n\n \"Alt-G\": function(cm) {cm.setOption(\"keyMap\", \"emacs-Alt-G\");},\n \"Ctrl-X\": function(cm) {cm.setOption(\"keyMap\", \"emacs-Ctrl-X\");},\n \"Ctrl-Q\": function(cm) {cm.setOption(\"keyMap\", \"emacs-Ctrl-Q\");},\n \"Ctrl-U\": addPrefixMap\n };\n\n CodeMirror.keyMap[\"emacs-Ctrl-X\"] = {\n \"Tab\": function(cm) {\n cm.indentSelection(getPrefix(cm, true) || cm.getOption(\"indentUnit\"));\n },\n \"Ctrl-X\": function(cm) {\n cm.setSelection(cm.getCursor(\"head\"), cm.getCursor(\"anchor\"));\n },\n\n \"Ctrl-S\": \"save\", \"Ctrl-W\": \"save\", \"S\": \"saveAll\", \"F\": \"open\", \"U\": repeated(\"undo\"), \"K\": \"close\",\n \"Delete\": function(cm) { kill(cm, cm.getCursor(), bySentence(cm, cm.getCursor(), 1), true); },\n auto: \"emacs\", nofallthrough: true, disableInput: true\n };\n\n CodeMirror.keyMap[\"emacs-Alt-G\"] = {\n \"G\": function(cm) {\n var prefix = getPrefix(cm, true);\n if (prefix != null && prefix > 0) return cm.setCursor(prefix - 1);\n\n getInput(cm, \"Goto line\", function(str) {\n var num;\n if (str && !isNaN(num = Number(str)) && num == num|0 && num > 0)\n cm.setCursor(num - 1);\n });\n },\n auto: \"emacs\", nofallthrough: true, disableInput: true\n };\n\n CodeMirror.keyMap[\"emacs-Ctrl-Q\"] = {\n \"Tab\": repeated(\"insertTab\"),\n auto: \"emacs\", nofallthrough: true\n };\n\n var prefixMap = {\"Ctrl-G\": clearPrefix};\n function regPrefix(d) {\n prefixMap[d] = function(cm) { addPrefix(cm, d); };\n keyMap[\"Ctrl-\" + d] = function(cm) { addPrefix(cm, d); };\n prefixPreservingKeys[\"Ctrl-\" + d] = true;\n }\n for (var i = 0; i < 10; ++i) regPrefix(String(i));\n regPrefix(\"-\");\n});\n"
},
"$:/plugins/tiddlywiki/codemirror/styles": {
"title": "$:/plugins/tiddlywiki/codemirror/styles",
"tags": "[[$:/tags/stylesheet]]",
"text": "/* Make the editor resize to fit its content */\n\n.CodeMirror {\n\theight: auto;\n\tborder: 1px solid #ddd;\n\tline-height: 1.5;\n\tfont-family: \"Monaco\", monospace;\n}\n\n.CodeMirror-scroll {\n\toverflow-x: auto;\n\toverflow-y: hidden;\t\n}\n"
}
}
}
{
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"$:/plugins/tiddlywiki/highlight/highlight.js": {
"type": "application/javascript",
"title": "$:/plugins/tiddlywiki/highlight/highlight.js",
"module-type": "library",
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"text": "Copyright (c) 2006, Ivan Sagalaev\nAll rights reserved.\nRedistribution and use in source and binary forms, with or without\nmodification, are permitted provided that the following conditions are met:\n\n * Redistributions of source code must retain the above copyright\n notice, this list of conditions and the following disclaimer.\n * Redistributions in binary form must reproduce the above copyright\n notice, this list of conditions and the following disclaimer in the\n documentation and/or other materials provided with the distribution.\n * Neither the name of highlight.js nor the names of its contributors\n may be used to endorse or promote products derived from this software\n without specific prior written permission.\n\nTHIS SOFTWARE IS PROVIDED BY THE REGENTS AND CONTRIBUTORS ``AS IS'' AND ANY\nEXPRESS OR IMPLIED WARRANTIES, INCLUDING, BUT NOT LIMITED TO, THE IMPLIED\nWARRANTIES OF MERCHANTABILITY AND FITNESS FOR A PARTICULAR PURPOSE ARE\nDISCLAIMED. IN NO EVENT SHALL THE REGENTS AND CONTRIBUTORS BE LIABLE FOR ANY\nDIRECT, INDIRECT, INCIDENTAL, SPECIAL, EXEMPLARY, OR CONSEQUENTIAL DAMAGES\n(INCLUDING, BUT NOT LIMITED TO, PROCUREMENT OF SUBSTITUTE GOODS OR SERVICES;\nLOSS OF USE, DATA, OR PROFITS; OR BUSINESS INTERRUPTION) HOWEVER CAUSED AND\nON ANY THEORY OF LIABILITY, WHETHER IN CONTRACT, STRICT LIABILITY, OR TORT\n(INCLUDING NEGLIGENCE OR OTHERWISE) ARISING IN ANY WAY OUT OF THE USE OF THIS\nSOFTWARE, EVEN IF ADVISED OF THE POSSIBILITY OF SUCH DAMAGE.\n"
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YU Zijie's personal web notebook
<h4 style="margin-bottom:0;">Table of Contents [[·|$:/TableOfContents]]</h4>
<div style="font-size:small;">
<ol style="padding-left:2em;margin-top:0.6em;">
<$list filter="[!is[system]tag[Topic]sort[title]]">
<li><$link to={{!!title}}><$view field="title"/></$link></li>
</$list>
</ol>
<hr/>
[[Show All Tags|$:/Overview]]
</div>
{{$:/editions/server/download-offline-button}}
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
\rules only filteredtranscludeinline transcludeinline macrodef macrocallinline
@font-face {
font-family: "Lato";
font-style: normal;
font-weight: normal;
src: url(<<datauri "$:/fonts/LatoLatin-Regular.woff">>);
}
@font-face {
font-family: "Lato";
font-style: italic;
font-weight: normal;
src: url(<<datauri "$:/fonts/LatoLatin-Italic.woff">>);
}
@font-face {
font-family: "Lato";
font-style: normal;
font-weight: bold;
src: url(<<datauri "$:/fonts/LatoLatin-Bold.woff">>);
}
@font-face {
font-family: "Lato";
font-style: italic;
font-weight: bold;
src: url(<<datauri "$:/fonts/LatoLatin-Boldtalic.woff">>);
}
body.tw-body .story-river .body {
font-family: "Lato", "Helvetica Neue", Helvetica, Arial, "Hiragino Sans GB", STHeiti, "Microsoft YaHei", "WenQuanYi Micro Hei", sans-serif;
word-spacing: 1px;
}
.tw-site-title,
.story-river .tw-tiddler-title .titlebar .title,
.tw-tab-buttons button,
.story-river .body h1,
.story-river .body h2 {
font-family: "Helvetica Neue", Helvetica, Arial, STHeiti, "Microsoft YaHei", "WenQuanYi Micro Hei", sans-serif;
}
body.tw-body {
background: #ececec url(<<datauri "$:/themes/bg.png">>) repeat;
}
.tw-page-controls svg {
height: 1.6em;
padding-right: 0.6em;
}
.tw-tiddler-controls button svg {
height: 0.8em;
fill: #ececec;
}
hr {
display: block;
height: 1px;
border: 0;
border-top: 1px solid #e4e4e4;
padding: 0;
}
.titlebar {
font-size:2.1em;
}
.tw-search {
padding-top: 10px;
padding-bottom: 6px;
}
.tw-sidebar-lists .tw-search input {
border: 1px solid #dddddd;
}
.tw-tiddler-frame {
border-radius: 4px;
box-shadow: rgba(0, 0, 0, 0.3) 0 1px 3px;
}
code {
background-color: #ffffff;
border: none;
padding: 0;
}
pre {
border: 1px solid #dddddd;
background-color: #f8f8f8;
}
li > pre {
margin-top: 0.5em;
margin-bottom: 0.5em;
}
.tw-missing-tiddler-label {
padding-right: 0.5em;
}
.tw-topbar-right {
top: 5px;
right: 5px;
}
.border {
background: #fafafa;
padding: 8px;
border: 1px solid;
border-color: #e5e5e5 #dbdbdb #d2d2d2;
box-shadow: rgba(0, 0, 0, 0.1) 0 1px 2px;
}
.left {
float: left;
margin-right: 2em;
}
.right {
float: right;
margin-left: 2em;
}
html button {
line-height: 1.3;
}
.tw-tab-buttons button {
padding: 2px 5px 4px 5px;
}
{
"tiddlers": {
"$:/themes/tiddlywiki/snowwhite/base": {
"title": "$:/themes/tiddlywiki/snowwhite/base",
"tags": "[[$:/tags/stylesheet]]",
"text": "\\rules only filteredtranscludeinline transcludeinline macrodef macrocallinline\n\n.sidebar-header {\n\ttext-shadow: 0 1px 0 <<colour sidebar-foreground-shadow>>;\n}\n\n.tw-tiddler-info {\n\t<<box-shadow \"inset 1px 2px 3px rgba(0,0,0,0.1)\">>\n}\n\n@media screen {\n\t.tw-tiddler-frame {\n\t\t<<box-shadow \"5px 5px 5px rgba(0, 0, 0, 0.1)\">>\n\t}\n}\n\n@media (max-width: 770px) {\n\t.tw-tiddler-frame {\n\t\t<<box-shadow none>>\n\t}\n}\n\n.tw-page-controls button svg, .tw-tiddler-controls button svg, .tw-topbar button svg {\n\t<<transition \"fill 150ms ease-in-out\">>\n}\n\n.tw-tiddler-controls button.tw-selected svg {\n\t<<filter \"drop-shadow(0px -1px 2px rgba(0,0,0,0.25))\">>\n}\n\n.tw-tiddler-frame input.tw-edit-texteditor {\n\t<<box-shadow \"inset 0 1px 8px rgba(0, 0, 0, 0.15)\">>\n}\n\n.tw-edit-tags {\n\t<<box-shadow \"inset 0 1px 8px rgba(0, 0, 0, 0.15)\">>\n}\n\n.tw-tiddler-frame .tw-edit-tags input.tw-edit-texteditor {\n\t<<box-shadow \"none\">>\n\tborder: none;\n\toutline: none;\n}\n\ncanvas.tw-edit-bitmapeditor {\n\t<<box-shadow \"2px 2px 5px rgba(0, 0, 0, 0.5)\">>\n}\n\n.tw-drop-down {\n\tborder-radius: 4px;\n\t<<box-shadow \"2px 2px 10px rgba(0, 0, 0, 0.5)\">>\n}\n\n.tw-block-dropdown {\n\tborder-radius: 4px;\n\t<<box-shadow \"2px 2px 10px rgba(0, 0, 0, 0.5)\">>\n}\n\n.tw-modal-displayed {\n\t-webkit-filter: blur(4px);\n}\n\n.modal {\n\tborder-radius: 6px;\n\t<<box-shadow \"0 3px 7px rgba(0,0,0,0.3)\">>\n}\n\n.modal-footer {\n\tborder-radius: 0 0 6px 6px;\n\t<<box-shadow \"inset 0 1px 0 #fff\">>;\n}\n\n\n.tw-alert {\n\tborder-radius: 6px;\n\t<<box-shadow \"0 3px 7px rgba(0,0,0,0.6)\">>\n}\n\n.tw-notification {\n\tborder-radius: 6px;\n\t<<box-shadow \"0 3px 7px rgba(0,0,0,0.3)\">>\n\ttext-shadow: 0 1px 0 rgba(255,255,255, 0.8);\n}\n\n.tw-sidebar-lists .tw-tab-divider {\n\t<<background-linear-gradient \"left, rgb(216,216,216) 0%, rgb(236,236,236) 250px\">>\n}\n\n.tw-more-sidebar .tw-tab-buttons button {\n\t<<background-linear-gradient \"left, rgb(236,236,236) 0%, rgb(224,224,224) 100%\">>\n}\n\n.tw-more-sidebar .tw-tab-buttons button.tw-tab-selected {\n\t<<background-linear-gradient \"left, rgb(236,236,236) 0%, rgb(248,248,248) 100%\">>\n}\n\n.tw-message-box img {\n\t<<box-shadow \"1px 1px 3px rgba(0,0,0,0.5)\">>\n}\n"
}
}
}
{
"tiddlers": {
"$:/themes/tiddlywiki/vanilla/themetweaks": {
"title": "$:/themes/tiddlywiki/vanilla/themetweaks",
"tags": "$:/tags/ControlPanel/Appearance",
"caption": "Theme Tweaks",
"text": "You can tweak certain aspects of the ''Vanilla'' theme.\n\n//Take care to preserve any backticks (`) in the settings//\n\n! Settings\n\n* Font family: <$edit-text tiddler=\"$:/themes/tiddlywiki/vanilla/settings\" index=\"fontfamily\" default=\"\" tag=\"input\"/>\n\n! Sizes\n\n* Font size: <$edit-text tiddler=\"$:/themes/tiddlywiki/vanilla/metrics\" index=\"fontsize\" default=\"\" tag=\"input\"/>\n* Line height: <$edit-text tiddler=\"$:/themes/tiddlywiki/vanilla/metrics\" index=\"lineheight\" default=\"\" tag=\"input\"/>\n* Story left position //(the distance between the left of the screen and the left margin of the story river or tiddler area)//: <$edit-text tiddler=\"$:/themes/tiddlywiki/vanilla/metrics\" index=\"storyleft\" default=\"\" tag=\"input\"/>\n* Story top position //(the distance between the top of the screen ad the top margin of the story river or tiddler area)//: <$edit-text tiddler=\"$:/themes/tiddlywiki/vanilla/metrics\" index=\"storytop\" default=\"\" tag=\"input\"/>\n* Story right //(the distance between the left side of the screen and the left margin of the sidebar area)//: <$edit-text tiddler=\"$:/themes/tiddlywiki/vanilla/metrics\" index=\"storyright\" default=\"\" tag=\"input\"/>\n* Story width //(the width of the story river or tiddler area)//: <$edit-text tiddler=\"$:/themes/tiddlywiki/vanilla/metrics\" index=\"storywidth\" default=\"\" tag=\"input\"/>\n* Tiddler width //(the width of individual tiddlers -- used for zoomin storyview)//: <$edit-text tiddler=\"$:/themes/tiddlywiki/vanilla/metrics\" index=\"tiddlerwidth\" default=\"\" tag=\"input\"/>\n\n"
},
"$:/themes/tiddlywiki/vanilla/base": {
"title": "$:/themes/tiddlywiki/vanilla/base",
"tags": "[[$:/tags/stylesheet]]",
"text": "\\rules only filteredtranscludeinline transcludeinline macrodef macrocallinline\n/*\n** Start with the normalize CSS reset, and then belay some of its effects\n*/\n\n{{$:/themes/tiddlywiki/vanilla/reset}}\n\n*, input[type=\"search\"] {\n\tbox-sizing: border-box;\n\t-moz-box-sizing: border-box;\n\t-webkit-box-sizing: border-box;\n}\n\nhtml button {\n\tline-height: 1.2;\n}\n\n/*\n** Basic element styles\n*/\n\nhtml {\n\tfont-family: {{$:/themes/tiddlywiki/vanilla/settings##fontfamily}};\n\ttext-rendering: optimizeLegibility; /* Enables kerning and ligatures etc. */\t\n}\n\nhtml:-webkit-full-screen {\n\tbackground-color: <<colour page-background>>;\n}\n\nbody.tw-body {\n\tfont-size: {{$:/themes/tiddlywiki/vanilla/metrics##fontsize}};\n\tline-height: {{$:/themes/tiddlywiki/vanilla/metrics##lineheight}};\n\tcolor: <<colour foreground>>;\n\tbackground-color: <<colour page-background>>;\n\tword-wrap: break-word;\n}\n\nh1, h2, h3, h4, h5, h6 {\n\tline-height: 1.2;\n\tfont-weight: 300;\n}\n\npre {\n\tdisplay: block;\n\tpadding: 14px;\n\tmargin-top: 1em;\n\tmargin-bottom: 1em;\n\tword-break: normal;\n\tword-wrap: break-word;\n\twhite-space: pre;\n\twhite-space: pre-wrap;\n\tbackground-color: <<colour pre-background>>;\n\tborder: 1px solid <<colour pre-border>>;\n\tpadding: 0 3px 2px;\n\tborder-radius: 3px;\n}\n\ncode {\n\tcolor: <<colour code-foreground>>;\n\tbackground-color: <<colour code-background>>;\n\tborder: 1px solid <<colour code-border>>;\n white-space: pre-wrap;\n\tpadding: 0 3px 2px;\n\tborder-radius: 3px;\n}\n\nblockquote {\n\tborder-left: 5px solid <<colour blockquote-bar>>;\n\tmargin-left: 25px;\n\tpadding-left: 10px;\n}\n\ndl dt {\n\tfont-weight: bold;\n\tmargin-top: 6px;\n}\n\n/*\nMarkdown likes putting code elements inside pre elements\n*/\npre > code {\n\tpadding: 0;\n\tborder: none;\n\tbackground-color: inherit;\n\tcolor: inherit;\n}\n\ntable {\n\tborder: 1px solid <<colour table-border>>;\n\twidth: auto;\n\tmax-width: 100%;\n\tcaption-side: bottom;\n\tmargin-top: 1em;\n\tmargin-bottom: 1em;\n}\n\ntable th, table td {\n\tpadding: 0 7px 0 7px;\n\tborder-top: 1px solid <<colour table-border>>;\n\tborder-left: 1px solid <<colour table-border>>;\n}\n\ntable thead tr td, table th {\n\tbackground-color: <<colour table-header-background>>;\n\tfont-weight: bold;\n}\n\ntable tfoot tr td {\n\tbackground-color: <<colour table-footer-background>>;\n}\n\n.tw-csv-table {\n\twhite-space: nowrap;\n}\n\n.tw-tiddler-frame img,\n.tw-tiddler-frame svg,\n.tw-tiddler-frame canvas,\n.tw-tiddler-frame embed,\n.tw-tiddler-frame iframe {\n\tmax-width: 100%;\n}\n\n.tw-tiddler-frame embed,\n.tw-tiddler-frame iframe {\n\twidth: 100%;\n\theight: 600px;\n}\n\n/*\n** Links\n*/\n\na.tw-tiddlylink {\n\ttext-decoration: none;\n\tfont-weight: normal;\n\tcolor: <<colour tiddler-link-foreground>>;\n\t-webkit-user-select: inherit; /* Otherwise the draggable attribute makes links impossible to select */\n}\n\n.tw-sidebar-lists a.tw-tiddlylink {\n\tcolor: <<colour sidebar-tiddler-link-foreground>>;\n}\n\n.tw-sidebar-lists a.tw-tiddlylink:hover {\n\tcolor: <<colour sidebar-tiddler-link-foreground-hover>>;\n}\n\na.tw-tiddlylink:hover {\n\ttext-decoration: underline;\n}\n\na.tw-tiddlylink-resolves {\n}\n\na.tw-tiddlylink-shadow {\n\tfont-weight: bold;\n}\n\na.tw-tiddlylink-shadow.tw-tiddlylink-resolves {\n\tfont-weight: normal;\n}\n\na.tw-tiddlylink-missing {\n\tfont-style: italic;\n}\n\na.tw-tiddlylink-external {\n\ttext-decoration: underline;\n\tcolor: <<colour external-link-foreground>>;\n\tbackground-color: <<colour external-link-background>>;\n}\n\na.tw-tiddlylink-external:visited {\n\tcolor: <<colour external-link-foreground-visited>>;\n\tbackground-color: <<colour external-link-background-visited>>;\n}\n\na.tw-tiddlylink-external:hover {\n\tcolor: <<colour external-link-foreground-hover>>;\n\tbackground-color: <<colour external-link-background-hover>>;\n}\n\n/*\n** Drag and drop styles\n*/\n\n.tw-tiddler-dragger {\n\tposition: relative;\n\tz-index: -10000;\n}\n\n.tw-tiddler-dragger-inner {\n\tposition: absolute;\n\tdisplay: inline-block;\n\tpadding: 8px 20px;\n\tfont-size: 16.9px;\n\tfont-weight: bold;\n\tline-height: 20px;\n\tcolor: <<colour dragger-foreground>>;\n\ttext-shadow: 0 1px 0 rgba(0, 0, 0, 1);\n\twhite-space: nowrap;\n\tvertical-align: baseline;\n\tbackground-color: <<colour dragger-background>>;\n\tborder-radius: 20px;\n}\n\n.tw-tiddler-dragger-cover {\n\tposition: absolute;\n\tbackground-color: <<colour page-background>>;\n}\n\n.tw-dropzone {\n\tposition: relative;\n}\n\n.tw-dropzone.tw-dragover:before {\n\tz-index: 10000;\n\tdisplay: block;\n\tposition: absolute;\n\ttop: 0;\n\tleft: 0;\n\tright: 0;\n\tbackground: <<colour dropzone-background>>;\n\ttext-align: center;\n\tcontent: \"Drop here\";\n}\n\n/*\n** Buttons\n*/\n\n.btn-invisible {\n\tpadding: 0;\n\tmargin: 0;\n\tbackground: none;\n\tborder: none;\n}\n\n.btn-icon svg {\n\theight: 1em;\n\twidth: 1em;\n\tfill: <<colour muted-foreground>>;\n}\n\n.btn-big-green {\n\tpadding: 8px;\n\tmargin: 4px 8px 4px 8px;\n\tbackground: <<colour download-background>>;\n\tcolor: <<colour download-foreground>>;\n\tfill: <<colour download-foreground>>;\n\tborder: none;\n\tfont-size: 1.2em;\n\tline-height: 1.4em;\n}\n\n.tw-sidebar-lists input {\n\tcolor: <<colour foreground>>;\n}\n\n.tw-sidebar-lists button.btn {\n\tcolor: <<colour sidebar-button-foreground>>;\n}\n\n.tw-sidebar-lists button.btn-mini {\n\tcolor: <<colour sidebar-muted-foreground>>;\n}\n\n.tw-sidebar-lists button.btn-mini:hover {\n\tcolor: <<colour sidebar-muted-foreground-hover>>;\n}\n\n.tw-image-button {\n\theight: 1em;\n}\n\n/*\n** Tags and missing tiddlers\n*/\n\n.tw-tag-list-item {\n\tposition: relative;\n\tdisplay: inline-block;\n\tmargin-right: 7px;\n}\n\n.tw-tags-wrapper {\n\tmargin: 4px 0 14px 0;\n}\n\n.tw-missing-tiddler-label {\n\tfont-style: italic;\n\tfont-weight: normal;\n\tdisplay: inline-block;\n\tfont-size: 11.844px;\n\tline-height: 14px;\n\twhite-space: nowrap;\n\tvertical-align: baseline;\n}\n\n.tw-tag-label {\n\tdisplay: inline-block;\n\tpadding: 2px 9px;\n\tfont-size: 0.9em;\n\tfont-weight: 300;\n\tline-height: 1.2em;\n\tcolor: <<colour tag-foreground>>;\n\twhite-space: nowrap;\n\tvertical-align: baseline;\n\tbackground-color: <<colour tag-background>>;\n\tborder-radius: 8px;\n}\n\n.tw-untagged-label {\n\tbackground-color: <<colour untagged-background>>;\n}\n\n.tw-tag-label svg, .tw-tag-label img {\n\theight: 1em;\n\twidth: 1em;\n\tfill: <<colour tag-foreground>>;\n}\n\n/*\n** Page layout\n*/\n\n.tw-topbar {\n\tposition: fixed;\n\tz-index: 1200;\n}\n\n.tw-topbar-left {\n\tleft: 29px;\n\ttop: 5px;\n}\n\n.tw-topbar-right {\n\ttop: 5px;\n\tright: 29px;\n}\n\n.tw-topbar button {\n\tpadding: 8px;\n}\n\n.tw-topbar svg {\n\tfill: <<colour muted-foreground>>;\n}\n\n.tw-topbar button:hover svg {\n\tfill: <<colour foreground>>;\n}\n\n.sidebar-header {\n\tcolor: <<colour sidebar-foreground>>;\n\tfill: <<colour sidebar-foreground>>;\n}\n\n.sidebar-header .title a.tw-tiddlylink-resolves {\n\tfont-weight: 300;\n}\n\n.sidebar-header .tw-sidebar-lists p {\n\tmargin-top: 3px;\n\tmargin-bottom: 3px;\n}\n\n.sidebar-header .tw-missing-tiddler-label {\n\tcolor: <<colour sidebar-foreground>>;\n}\n\n.tw-advanced-search input {\n\twidth: 60%;\n}\n\n.tw-search {\n\tpadding-top: 14px;\n}\n\n.tw-search a svg {\n\theight: 0.75em;\n}\n\n.tw-search-results {\n\tpadding-top: 14px;\n}\n\n.tw-page-controls {\n\tmargin-top: 14px;\n}\n\n.tw-page-controls a.tw-tiddlylink:hover {\n\ttext-decoration: none;\n}\n\n.tw-page-controls svg {\n\theight: 1.75em;\n\tmin-width: 1px;\n\tpadding-right: 0.5em;\n\tfill: <<colour sidebar-controls-foreground>>;\n}\n\n.tw-page-controls button:hover svg, .tw-page-controls a:hover svg {\n\tfill: <<colour sidebar-controls-foreground-hover>>;\n}\n\n.tw-menu-list-item {\n\twhite-space: nowrap;\n}\n\n.tw-menu-list-count {\n\tfont-weight: bold;\n}\n\n.tw-open-tiddler-list {\n\t<<transform-origin \"0% 0%\">>\n}\n\n.tw-menu-list-subitem {\n\tpadding-left: 7px;\n}\n\n.story-river {\n\tposition: relative;\n}\n\n.tw-story-spacer {\n\tposition: absolute;\n\tmin-height: 100%;\n}\n\n@media (max-width: {{$:/themes/tiddlywiki/vanilla/metrics##storywidth}}) {\n\n\t.sidebar-header {\n\t\tpadding: 14px;\n\t\tmin-height: 32px;\n\t}\n\n\t.story-river {\n\t\tposition: relative;\n\t\tpadding: 0;\n\t}\n}\n\n@media (min-width: {{$:/themes/tiddlywiki/vanilla/metrics##storywidth}}) {\n\n\t.tw-message-box {\n\t\tmargin: 21px -21px 21px -21px;\n\t}\n\n\t.tw-sidebar-scrollable {\n\t\tposition: fixed;\n\t\ttop: {{$:/themes/tiddlywiki/vanilla/metrics##storytop}};\n\t\tleft: {{$:/themes/tiddlywiki/vanilla/metrics##storyright}};\n\t\tbottom: 0;\n\t\tright: 0;\n\t\toverflow-y: auto;\n\t\toverflow-x: auto;\n\t\t-webkit-overflow-scrolling: touch;\n\t\tmargin: 0 0 0 -42px;\n\t\tpadding: 71px 0 28px 42px;\n\t}\n\n\t.story-river {\n\t\tposition: relative;\n\t\tleft: {{$:/themes/tiddlywiki/vanilla/metrics##storyleft}};\n\t\ttop: {{$:/themes/tiddlywiki/vanilla/metrics##storytop}};\n\t\twidth: {{$:/themes/tiddlywiki/vanilla/metrics##storywidth}};\n\t\tpadding: 42px 42px 42px 42px;\n\t}\n\n<<if-no-sidebar \"\n\n\t.story-river {\n\t\twidth: auto;\n\t}\n\n\">>\n\n}\n\n@media print {\n\t.sidebar-header, .tw-topbar {\n\t\tdisplay: none;\n\t}\n\n\t.story-river {\n\t\tmargin-left: 14px;\n\t}\n}\n\n/*\n** Tiddler styles\n*/\n\n.tw-tiddler-frame {\n\tmargin-bottom: 28px;\n\tbackground-color: <<colour tiddler-background>>;\n\tborder: 1px solid <<colour tiddler-border>>;\n}\n\n\n@media print {\n\t.tw-tiddler-frame {\n\t\tborder: none;\n\t}\n}\n\n.tw-tiddler-info {\n\tpadding: 14px 42px 14px 42px;\n\tbackground-color: <<colour tiddler-info-background>>;\n\tborder-top: 1px solid <<colour tiddler-info-border>>;\n\tborder-bottom: 1px solid <<colour tiddler-info-border>>;\n}\n\n.tw-tiddler-info .tw-tab-buttons button.tw-tab-selected {\n\tbackground-color: <<colour tiddler-info-tab-background>>;\n\tborder-bottom: 1px solid <<colour tiddler-info-tab-background>>;\n}\n\n.tw-view-field-table {\n\twidth: 100%;\n}\n\n.tw-view-field-name {\n\twidth: 1%; /* Makes this column be as narrow as possible */\n\ttext-align: right;\n\tfont-style: italic;\n\tfont-weight: 200;\n}\n\n.tw-view-field-value {\n}\n\n@media (max-width: 770px) {\n\t.tw-tiddler-frame {\n\t\tpadding: 14px 14px 14px 14px;\n\t}\n\n\t.tw-tiddler-info {\n\t\tmargin: 0 -14px 0 -14px;\n\t}\n}\n\n@media (min-width: 770px) {\n\t.tw-tiddler-frame {\n\t\tpadding: 28px 42px 42px 42px;\n\t\twidth: {{$:/themes/tiddlywiki/vanilla/metrics##tiddlerwidth}};\n\t}\n\n<<if-no-sidebar \"\n\n\t.tw-tiddler-frame {\n\t\twidth: 100%;\n\t}\n\n\">>\n\n\t.tw-tiddler-info {\n\t\tmargin: 0 -42px 0 -42px;\n\t}\n}\n\n.tw-site-title,\n.titlebar {\n\tfont-weight: 300;\n\tfont-size: 2.35em;\n\tline-height: 1.2em;\n\tcolor: <<colour tiddler-title-foreground>>;\n\tmargin: 0;\n}\n\n.tw-system-title-prefix {\n\tcolor: <<colour muted-foreground>>;\n}\n\n.titlebar img {\n\theight: 1em;\n}\n\n.tw-subtitle {\n\tfont-size: 0.9em;\n\tcolor: <<colour tiddler-subtitle-foreground>>;\n\tfont-weight: 300;\n}\n\n.tw-tiddler-missing .title {\n font-style: italic;\n font-weight: normal;\n}\n\n.tw-tiddler-frame .tw-tiddler-controls {\n\tfloat: right;\n}\n\n.tw-tiddler-controls button {\n\tmargin: 0 0 0 5px;\n\tvertical-align: baseline;\n}\n\n.tw-tiddler-controls button svg {\n\theight: 0.75em;\n\tfill: <<colour tiddler-controls-foreground>>;\n}\n\n.tw-tiddler-controls button.tw-selected svg {\n\tfill: <<colour tiddler-controls-foreground-selected>>;\n}\n\n.tw-tiddler-controls button.btn-invisible:hover svg {\n\tfill: <<colour tiddler-controls-foreground-hover>>;\n}\n\n@media print {\n\t.tw-tiddler-controls {\n\t\tdisplay: none;\n\t}\n}\n\n.tw-tiddler-help { /* Help prompts within tiddler template */\n\tcolor: <<colour muted-foreground>>;\n\tmargin-top: 14px;\n}\n\n.tw-tiddler-help a.tw-tiddlylink {\n\tcolor: <<colour very-muted-foreground>>;\n}\n\n.tw-tiddler-frame input.tw-edit-texteditor, .tw-tiddler-frame textarea.tw-edit-texteditor {\n\twidth: 100%;\n\tpadding: 3px 3px 3px 3px;\n\tborder: 1px solid <<colour tiddler-editor-border>>;\n\tline-height: 1.3em;\n\t-webkit-appearance: none;\n\tmargin: 4px 0 4px 0;\n}\n\n.tw-tiddler-frame .tw-binary-warning {\n\twidth: 100%;\n\theight: 5em;\n\ttext-align: center;\n\tpadding: 3em 3em 6em 3em;\n\tbackground: <<colour alert-background>>;\n\tborder: 1px solid <<colour alert-border>>;\n}\n\n.tw-tiddler-frame input.tw-edit-texteditor {\n\tbackground-color: <<colour tiddler-editor-background>>;\n}\n\ncanvas.tw-edit-bitmapeditor {\n\tborder: 6px solid <<colour tiddler-editor-border-image>>;\n\tcursor: crosshair;\n\t-moz-user-select: none;\n\t-webkit-user-select: none;\n\t-ms-user-select: none;\n\tmargin-top: 6px;\n\tmargin-bottom: 6px;\n}\n\n.tw-edit-bitmapeditor-width {\n\tdisplay: block;\n}\n\n.tw-edit-bitmapeditor-height {\n\tdisplay: block;\n}\n\n/*\n** Toolbar buttons\n*/\n\n.tw-page-controls svg.tw-image-new-button {\n fill: <<colour toolbar-new-button>>;\n}\n\n.tw-page-controls svg.tw-image-options-button {\n fill: <<colour toolbar-options-button>>;\n}\n\n.tw-page-controls svg.tw-image-save-button {\n fill: <<colour toolbar-save-button>>;\n}\n\n.tw-tiddler-controls button svg.tw-image-info-button {\n fill: <<colour toolbar-info-button>>;\n}\n\n.tw-tiddler-controls button svg.tw-image-edit-button {\n fill: <<colour toolbar-edit-button>>;\n}\n\n.tw-tiddler-controls button svg.tw-image-close-button {\n fill: <<colour toolbar-close-button>>;\n}\n\n.tw-tiddler-controls button svg.tw-image-delete-button {\n fill: <<colour toolbar-delete-button>>;\n}\n\n.tw-tiddler-controls button svg.tw-image-cancel-button {\n fill: <<colour toolbar-cancel-button>>;\n}\n\n.tw-tiddler-controls button svg.tw-image-done-button {\n fill: <<colour toolbar-done-button>>;\n}\n\n/*\n** Tiddler edit mode\n*/\n\n.tw-tiddler-edit-frame em.tw-edit {\n\tcolor: <<colour muted-foreground>>;\n\tfont-style: normal;\n}\n\n.tw-edit-type-dropdown a.tw-tiddlylink-missing {\n\tfont-style: normal;\n}\n\n.tw-edit-tags {\n\tborder: 1px solid <<colour tiddler-editor-border>>;\n\tpadding: 4px 8px 4px 8px;\n}\n\n.tw-edit-add-tag {\n\tdisplay: inline-block;\n}\n\n.tw-edit-add-tag .tw-add-tag-name input {\n\twidth: 50%;\n}\n\n.tw-edit-tags .tw-tag-label {\n\tdisplay: inline-block;\n}\n\n.tw-edit-tags-list {\n\tmargin: 14px 0 14px 0;\n}\n\n.tw-tag-editor-label {\n\tdisplay: inline-block;\n\tmargin-right: 7px;\n}\n\n.tw-remove-tag-button {\n\tpadding-left: 4px;\n}\n\n.tw-tiddler-preview {\n\toverflow: auto;\n}\n\n.tw-tiddler-preview-preview {\n\tfloat: right;\n\twidth: 48%;\n\tborder: 1px solid <<colour tiddler-editor-border>>;\n\tmargin: 4px 3px 3px 3px;\n\tpadding: 3px 3px 3px 3px;\n}\n\n.tw-tiddler-preview-edit {\n\twidth: 48%;\n}\n\n.tw-edit-fields {\n\twidth: 100%;\n}\n\n\n.tw-edit-fields table, .tw-edit-fields tr, .tw-edit-fields td {\n\tborder: none;\n\tpadding: 4px;\n}\n\n.tw-edit-fields > tbody > .tw-edit-field:nth-child(odd) {\n\tbackground-color: <<colour tiddler-editor-fields-odd>>;\n}\n\n.tw-edit-fields > tbody > .tw-edit-field:nth-child(even) {\n\tbackground-color: <<colour tiddler-editor-fields-even>>;\n}\n\n.tw-edit-field-name {\n\ttext-align: right;\n}\n\n.tw-edit-field-value input {\n\twidth: 100%;\n}\n\n.tw-edit-field-remove {\n}\n\n.tw-edit-field-remove svg {\n\theight: 1em;\n\twidth: 1em;\n\tfill: <<colour muted-foreground>>;\n\tvertical-align: middle;\n}\n\n.tw-edit-field-add-name {\n\tdisplay: inline-block;\n\twidth: 15%;\n}\n\n.tw-edit-field-add-button {\n\tdisplay: inline-block;\n\twidth: 10%;\n}\n\n/*\n** Dropdowns\n*/\n\n.btn-dropdown svg {\n\theight: 1em;\n\twidth: 1em;\n\tfill: <<colour muted-foreground>>;\n}\n\n.tw-drop-down {\n\tmin-width: 280px;\n\tborder: 1px solid <<colour dropdown-border>>;\n\tbackground-color: <<colour dropdown-background>>;\n\tpadding: 7px 0 7px 0;\n\tmargin: 4px 0 0 0;\n\twhite-space: nowrap;\n}\n\n.tw-drop-down p {\n\tpadding: 0 14px 0 14px;\n}\n\n.tw-drop-down a {\n\tdisplay: block;\n\tpadding: 0 14px 0 14px;\n}\n\n.tw-drop-down a:hover {\n\tcolor: <<colour tiddler-link-background>>;\n\tbackground-color: <<colour tiddler-link-foreground>>;\n\ttext-decoration: none;\n}\n\n.tw-drop-down .tw-tab-buttons button {\n\tbackground-color: <<colour dropdown-tab-background>>;\n}\n\n.tw-drop-down .tw-tab-buttons button.tw-tab-selected {\n\tbackground-color: <<colour dropdown-tab-background-selected>>;\n\tborder-bottom: 1px solid <<colour dropdown-tab-background-selected>>;\n}\n\n.tw-drop-down .tw-tab-contents a {\n\tpadding: 0 0.5em 0 0.5em;\n}\n\n.tw-block-dropdown-wrapper {\n\tposition: relative;\n}\n\n.tw-block-dropdown {\n\tposition: absolute;\n\tmin-width: 280px;\n\tborder: 1px solid <<colour dropdown-border>>;\n\tbackground-color: <<colour dropdown-background>>;\n\tpadding: 0 0 0 0;\n\tmargin: 4px 0 0 0;\n\twhite-space: nowrap;\n\tz-index: 1000;\n}\n\n.tw-block-dropdown a {\n\tdisplay: block;\n\tpadding: 4px 14px 4px 14px;\n}\n\n.tw-block-dropdown .tw-dropdown-item {\n\tpadding: 4px 14px 4px 7px;\n\tcolor: <<colour muted-foreground>>;\n}\n\n.tw-block-dropdown a:hover {\n\tcolor: <<colour tiddler-link-background>>;\n\tbackground-color: <<colour tiddler-link-foreground>>;\n\ttext-decoration: none;\n}\n\n/*\n** Modals\n*/\n\n.modal-wrapper {\n\tposition: fixed;\n\toverflow: auto;\n\toverflow-y: scroll;\n\ttop: 0;\n\tright: 0;\n\tbottom: 0;\n\tleft: 0;\n}\n\n.modal-backdrop {\n\tposition: fixed;\n\ttop: 0;\n\tright: 0;\n\tbottom: 0;\n\tleft: 0;\n\tz-index: 1000;\n\tbackground-color: <<colour modal-backdrop>>;\n}\n\n.modal {\n\tz-index: 1100;\n\tbackground-color: <<colour modal-background>>;\n\tborder: 1px solid <<colour modal-border>>;\n}\n\n@media (max-width: 55em) {\n\t.modal {\n\t\tposition: fixed;\n\t\ttop: 1em;\n\t\tleft: 1em;\n\t\tright: 1em;\n\t}\n\n\t.modal-body {\n\t\toverflow-y: auto;\n\t\tmax-height: 400px;\n\t}\n}\n\n@media (min-width: 55em) {\n\t.modal {\n\t\tposition: relative;\n\t\twidth: 50%;\n\t\tmargin: 30px auto;\n\t}\n}\n\n.modal-header {\n\tpadding: 9px 15px;\n\tborder-bottom: 1px solid <<colour modal-header-border>>;\n}\n\n.modal-header h3 {\n\tmargin: 0;\n\tline-height: 30px;\n}\n\n.modal-body {\n\tpadding: 15px;\n}\n\n.modal-footer {\n\tpadding: 14px 15px 15px;\n\tmargin-bottom: 0;\n\ttext-align: right;\n\tbackground-color: <<colour modal-footer-background>>;\n\tborder-top: 1px solid <<colour modal-footer-border>>;\n}\n\n/*\n** Notifications\n*/\n\n.tw-notification {\n\tposition: fixed;\n\ttop: 14px;\n\tright: 42px;\n\tz-index: 1000;\n\tmax-width: 280px;\n\tpadding: 0 14px 0 14px;\n\tbackground-color: <<colour notification-background>>;\n\tborder: 1px solid <<colour notification-border>>;\n}\n\n/*\n** Tabs\n*/\n\n.tw-tab-set.tw-vertical {\n\tdisplay: -webkit-flex;\n\tdisplay: flex;\n}\n\n.tw-tab-buttons {\n\tfont-size: 0.85em;\n\tpadding-top: 1em;\n\tmargin-bottom: -1px;\n}\n\n.tw-tab-buttons.tw-vertical {\n\tz-index: 100;\n\tdisplay: block;\n\tpadding-top: 14px;\n\tvertical-align: top;\n\ttext-align: right;\n\tmargin-bottom: inherit;\n\tmargin-right: -1px;\n\tmax-width: 33%;\n\t-webkit-flex: 0 0 auto;\n\tflex: 0 0 auto;\n}\n\n.tw-tab-buttons button.tw-tab-selected {\n\tcolor: <<colour tab-foreground-selected>>;\n\tbackground-color: <<colour tab-background-selected>>;\n\tborder-left: 1px solid <<colour tab-border-selected>>;\n\tborder-top: 1px solid <<colour tab-border-selected>>;\n\tborder-right: 1px solid <<colour tab-border-selected>>;\n}\n\n.tw-tab-buttons button {\n\tcolor: <<colour tab-foreground>>;\n\tpadding: 3px 5px 3px 5px;\n\tfont-weight: 300;\n\tborder: none;\n\tbackground: inherit;\n\tbackground-color: <<colour tab-background>>;\n\tborder-left: 1px solid <<colour tab-border>>;\n\tborder-top: 1px solid <<colour tab-border>>;\n\tborder-right: 1px solid <<colour tab-border>>;\n}\n\n.tw-tab-buttons.tw-vertical button {\n\tdisplay: block;\n\twidth: 100%;\n\tmargin-top: 3px;\n\ttext-align: right;\n\tbackground-color: <<colour tab-background>>;\n\tborder-left: 1px solid <<colour tab-border>>;\n\tborder-bottom: 1px solid <<colour tab-border>>;\n\tborder-right: none;\n}\n\n.tw-tab-buttons.tw-vertical button.tw-tab-selected {\n\tbackground-color: <<colour tab-background-selected>>;\n\tborder-right: 1px solid <<colour tab-background-selected>>;\n}\n\n.tw-tab-divider {\n\tborder-top: 1px solid <<colour tab-divider>>;\n}\n\n.tw-tab-divider.tw-vertical {\n\tdisplay: none;\n}\n\n.tw-tab-content {\n\tmargin-top: 14px;\n}\n\n.tw-tab-content.tw-vertical {\n\tdisplay: inline-block;\n\tvertical-align: top;\n\tpadding-top: 0;\n\tpadding-left: 14px;\n\tborder-left: 1px solid <<colour tab-border>>;\n\t-webkit-flex: 0 0 70%;\n\tflex: 0 0 70%;\n}\n\n.tw-sidebar-lists .tw-tab-buttons button.tw-tab-selected {\n\tbackground-color: <<colour sidebar-tab-background-selected>>;\n\tcolor: <<colour sidebar-tab-foreground-selected>>;\n\tborder-left: 1px solid <<colour sidebar-tab-border-selected>>;\n\tborder-top: 1px solid <<colour sidebar-tab-border-selected>>;\n\tborder-right: 1px solid <<colour sidebar-tab-border-selected>>;\n}\n\n.tw-sidebar-lists .tw-tab-buttons button {\n\tbackground-color: <<colour sidebar-tab-background>>;\n\tcolor: <<colour sidebar-tab-foreground>>;\n\tborder-left: 1px solid <<colour sidebar-tab-border>>;\n\tborder-top: 1px solid <<colour sidebar-tab-border>>;\n\tborder-right: 1px solid <<colour sidebar-tab-border>>;\n}\n\n.tw-sidebar-lists .tw-tab-divider {\n\tborder-top: 1px solid <<colour sidebar-tab-divider>>;\n}\n\n.tw-more-sidebar .tw-tab-buttons button {\n\tbackground-color: <<colour sidebar-tab-background>>;\n\tborder-top: none;\n\tborder-left: none;\n\tborder-bottom: none;\n\tborder-right: 1px solid #ccc;\n\tmargin-bottom: inherit;\n}\n\n.tw-more-sidebar .tw-tab-buttons button.tw-tab-selected {\n\tbackground-color: <<colour sidebar-tab-background-selected>>;\n\tborder: none;\n}\n\n/*\n** Alerts\n*/\n\n.tw-alerts {\n\tposition: fixed;\n\ttop: 0;\n\tleft: 0;\n\tmax-width: 500px;\n\tz-index: 20000;\n}\n\n.tw-alert {\n\tposition: relative;\n\tmargin: 28px;\n\tpadding: 14px 14px 14px 14px;\n\tborder: 2px solid <<colour alert-border>>;\n\tbackground-color: <<colour alert-background>>;\n}\n\n.tw-alert-toolbar {\n\tposition: absolute;\n\ttop: 14px;\n\tright: 14px;\n}\n\n.tw-alert-toolbar svg {\n\tfill: <<colour alert-muted-foreground>>;\n}\n\n.tw-alert-subtitle {\n\tcolor: <<colour alert-muted-foreground>>;\n\tfont-weight: bold;\n}\n\n.tw-alert-highlight {\n\tcolor: <<colour alert-highlight>>;\t\n}\n\n.tw-static-alert {\n\tposition: relative;\n}\n\n.tw-static-alert-inner {\n\tpadding: 0 2px 2px 42px;\n\tcolor: <<colour static-alert-foreground>>;\n\tposition: absolute;\n}\n\n/*\n** Grids\n*/\n\n.tw-grid-frame td {\n\twidth: 1em;\n\theight: 1em;\n}\n\n/*\n** Control panel\n*/\n\n.tw-control-panel td {\n\tpadding: 4px;\n}\n\n.tw-control-panel table, .tw-control-panel table input, .tw-control-panel table textarea {\n\twidth: 100%;\n}\n\n/*\n** Message boxes\n*/\n\n.tw-message-box {\n\tborder: 1px solid <<colour message-border>>;\n\tbackground: <<colour message-background>>;\n\tpadding: 0px 21px 0px 21px;\n\tfont-size: 12px;\n\tline-height: 18px;\n\tcolor: <<colour message-foreground>>;\n}\n\n.tw-message-box img {\n\tfloat: right;\n\twidth: 150px;\n\tmargin: 0px 0px 12px 12px;\n}\n\n/*\n** Chooser\n*/\n\n.tw-chooser {\n\tborder: 1px solid <<colour table-border>>;\n}\n\n.tw-chooser-item {\n\tborder: 8px;\n}\n\n.tw-chooser-item a.tw-tiddlylink {\n\tdisplay: block;\n\ttext-decoration: none;\n\tcolor: <<colour tiddler-link-foreground>>;\n\tbackground-color: <<colour tiddler-link-background>>;\n\tmargin: 4px;\n}\n\n.tw-chooser-item a.tw-tiddlylink:hover {\n\ttext-decoration: none;\n\tcolor: <<colour tiddler-link-background>>;\n\tbackground-color: <<colour tiddler-link-foreground>>;\n}\n\n/*\n** Palette swatches\n*/\n\n.tw-swatches-horiz {\n}\n\n.tw-swatches-horiz .tw-swatch {\n\tdisplay: inline-block;\n}\n\n.tw-swatch {\n\twidth: 2em;\n\theight: 2em;\n\tmargin: 4px;\n\tborder: 1px solid #000;\n}\n\n/*\n** Table of contents\n*/\n\n.tw-sidebar-lists .tw-table-of-contents {\n\twhite-space: nowrap;\n}\n\n.tw-table-of-contents svg {\n\twidth: 0.7em;\n\theight: 0.7em;\n\tvertical-align: middle;\n}\n\n.tw-table-of-contents ol {\n\tlist-style-type: none;\n\tpadding-left: 0;\n}\n\n.tw-table-of-contents ol ol {\n\tpadding-left: 1em;\n}\n\n.tw-table-of-contents li {\n\tfont-size: 1.0em;\n\tfont-weight: bold;\n}\n\n.tw-table-of-contents li a {\n\tfont-weight: bold;\n}\n\n.tw-table-of-contents li li {\n\tfont-size: 0.95em;\n\tfont-weight: normal;\n\tline-height: 1.4;\n}\n\n.tw-table-of-contents li li a {\n\tfont-weight: normal;\n}\n\n.tw-table-of-contents li li li {\n\tfont-size: 0.95em;\n\tfont-weight: 200;\n\tline-height: 1.5;\n}\n\n.tw-table-of-contents li li li a {\n\tfont-weight: bold;\n}\n\n.tw-table-of-contents li li li li {\n\tfont-size: 0.95em;\n\tfont-weight: 200;\n}\n"
},
"$:/themes/tiddlywiki/vanilla/metrics": {
"title": "$:/themes/tiddlywiki/vanilla/metrics",
"type": "application/x-tiddler-dictionary",
"text": "fontsize: `14px`\nlineheight: `20px`\nstoryleft: `0px`\nstorytop: `0px`\nstoryright: `770px`\nstorywidth: `770px`\ntiddlerwidth: `686px`\n"
},
"$:/themes/tiddlywiki/vanilla/reset": {
"title": "$:/themes/tiddlywiki/vanilla/reset",
"type": "text/plain",
"text": "/*! normalize.css v3.0.0 | MIT License | git.io/normalize */\n\n/**\n * 1. Set default font family to sans-serif.\n * 2. Prevent iOS text size adjust after orientation change, without disabling\n * user zoom.\n */\n\nhtml {\n font-family: sans-serif; /* 1 */\n -ms-text-size-adjust: 100%; /* 2 */\n -webkit-text-size-adjust: 100%; /* 2 */\n}\n\n/**\n * Remove default margin.\n */\n\nbody {\n margin: 0;\n}\n\n/* HTML5 display definitions\n ========================================================================== */\n\n/**\n * Correct `block` display not defined in IE 8/9.\n */\n\narticle,\naside,\ndetails,\nfigcaption,\nfigure,\nfooter,\nheader,\nhgroup,\nmain,\nnav,\nsection,\nsummary {\n display: block;\n}\n\n/**\n * 1. Correct `inline-block` display not defined in IE 8/9.\n * 2. Normalize vertical alignment of `progress` in Chrome, Firefox, and Opera.\n */\n\naudio,\ncanvas,\nprogress,\nvideo {\n display: inline-block; /* 1 */\n vertical-align: baseline; /* 2 */\n}\n\n/**\n * Prevent modern browsers from displaying `audio` without controls.\n * Remove excess height in iOS 5 devices.\n */\n\naudio:not([controls]) {\n display: none;\n height: 0;\n}\n\n/**\n * Address `[hidden]` styling not present in IE 8/9.\n * Hide the `template` element in IE, Safari, and Firefox < 22.\n */\n\n[hidden],\ntemplate {\n display: none;\n}\n\n/* Links\n ========================================================================== */\n\n/**\n * Remove the gray background color from active links in IE 10.\n */\n\na {\n background: transparent;\n}\n\n/**\n * Improve readability when focused and also mouse hovered in all browsers.\n */\n\na:active,\na:hover {\n outline: 0;\n}\n\n/* Text-level semantics\n ========================================================================== */\n\n/**\n * Address styling not present in IE 8/9, Safari 5, and Chrome.\n */\n\nabbr[title] {\n border-bottom: 1px dotted;\n}\n\n/**\n * Address style set to `bolder` in Firefox 4+, Safari 5, and Chrome.\n */\n\nb,\nstrong {\n font-weight: bold;\n}\n\n/**\n * Address styling not present in Safari 5 and Chrome.\n */\n\ndfn {\n font-style: italic;\n}\n\n/**\n * Address variable `h1` font-size and margin within `section` and `article`\n * contexts in Firefox 4+, Safari 5, and Chrome.\n */\n\nh1 {\n font-size: 2em;\n margin: 0.67em 0;\n}\n\n/**\n * Address styling not present in IE 8/9.\n */\n\nmark {\n background: #ff0;\n color: #000;\n}\n\n/**\n * Address inconsistent and variable font size in all browsers.\n */\n\nsmall {\n font-size: 80%;\n}\n\n/**\n * Prevent `sub` and `sup` affecting `line-height` in all browsers.\n */\n\nsub,\nsup {\n font-size: 75%;\n line-height: 0;\n position: relative;\n vertical-align: baseline;\n}\n\nsup {\n top: -0.5em;\n}\n\nsub {\n bottom: -0.25em;\n}\n\n/* Embedded content\n ========================================================================== */\n\n/**\n * Remove border when inside `a` element in IE 8/9.\n */\n\nimg {\n border: 0;\n}\n\n/**\n * Correct overflow displayed oddly in IE 9.\n */\n\nsvg:not(:root) {\n overflow: hidden;\n}\n\n/* Grouping content\n ========================================================================== */\n\n/**\n * Address margin not present in IE 8/9 and Safari 5.\n */\n\nfigure {\n margin: 1em 40px;\n}\n\n/**\n * Address differences between Firefox and other browsers.\n */\n\nhr {\n -moz-box-sizing: content-box;\n box-sizing: content-box;\n height: 0;\n}\n\n/**\n * Contain overflow in all browsers.\n */\n\npre {\n overflow: auto;\n}\n\n/**\n * Address odd `em`-unit font size rendering in all browsers.\n */\n\ncode,\nkbd,\npre,\nsamp {\n font-family: monospace, monospace;\n font-size: 1em;\n}\n\n/* Forms\n ========================================================================== */\n\n/**\n * Known limitation: by default, Chrome and Safari on OS X allow very limited\n * styling of `select`, unless a `border` property is set.\n */\n\n/**\n * 1. Correct color not being inherited.\n * Known issue: affects color of disabled elements.\n * 2. Correct font properties not being inherited.\n * 3. Address margins set differently in Firefox 4+, Safari 5, and Chrome.\n */\n\nbutton,\ninput,\noptgroup,\nselect,\ntextarea {\n color: inherit; /* 1 */\n font: inherit; /* 2 */\n margin: 0; /* 3 */\n}\n\n/**\n * Address `overflow` set to `hidden` in IE 8/9/10.\n */\n\nbutton {\n overflow: visible;\n}\n\n/**\n * Address inconsistent `text-transform` inheritance for `button` and `select`.\n * All other form control elements do not inherit `text-transform` values.\n * Correct `button` style inheritance in Firefox, IE 8+, and Opera\n * Correct `select` style inheritance in Firefox.\n */\n\nbutton,\nselect {\n text-transform: none;\n}\n\n/**\n * 1. Avoid the WebKit bug in Android 4.0.* where (2) destroys native `audio`\n * and `video` controls.\n * 2. Correct inability to style clickable `input` types in iOS.\n * 3. Improve usability and consistency of cursor style between image-type\n * `input` and others.\n */\n\nbutton,\nhtml input[type=\"button\"], /* 1 */\ninput[type=\"reset\"],\ninput[type=\"submit\"] {\n -webkit-appearance: button; /* 2 */\n cursor: pointer; /* 3 */\n}\n\n/**\n * Re-set default cursor for disabled elements.\n */\n\nbutton[disabled],\nhtml input[disabled] {\n cursor: default;\n}\n\n/**\n * Remove inner padding and border in Firefox 4+.\n */\n\nbutton::-moz-focus-inner,\ninput::-moz-focus-inner {\n border: 0;\n padding: 0;\n}\n\n/**\n * Address Firefox 4+ setting `line-height` on `input` using `!important` in\n * the UA stylesheet.\n */\n\ninput {\n line-height: normal;\n}\n\n/**\n * It's recommended that you don't attempt to style these elements.\n * Firefox's implementation doesn't respect box-sizing, padding, or width.\n *\n * 1. Address box sizing set to `content-box` in IE 8/9/10.\n * 2. Remove excess padding in IE 8/9/10.\n */\n\ninput[type=\"checkbox\"],\ninput[type=\"radio\"] {\n box-sizing: border-box; /* 1 */\n padding: 0; /* 2 */\n}\n\n/**\n * Fix the cursor style for Chrome's increment/decrement buttons. For certain\n * `font-size` values of the `input`, it causes the cursor style of the\n * decrement button to change from `default` to `text`.\n */\n\ninput[type=\"number\"]::-webkit-inner-spin-button,\ninput[type=\"number\"]::-webkit-outer-spin-button {\n height: auto;\n}\n\n/**\n * 1. Address `appearance` set to `searchfield` in Safari 5 and Chrome.\n * 2. Address `box-sizing` set to `border-box` in Safari 5 and Chrome\n * (include `-moz` to future-proof).\n */\n\ninput[type=\"search\"] {\n -webkit-appearance: textfield; /* 1 */\n -moz-box-sizing: content-box;\n -webkit-box-sizing: content-box; /* 2 */\n box-sizing: content-box;\n}\n\n/**\n * Remove inner padding and search cancel button in Safari and Chrome on OS X.\n * Safari (but not Chrome) clips the cancel button when the search input has\n * padding (and `textfield` appearance).\n */\n\ninput[type=\"search\"]::-webkit-search-cancel-button,\ninput[type=\"search\"]::-webkit-search-decoration {\n -webkit-appearance: none;\n}\n\n/**\n * Define consistent border, margin, and padding.\n */\n\nfieldset {\n border: 1px solid #c0c0c0;\n margin: 0 2px;\n padding: 0.35em 0.625em 0.75em;\n}\n\n/**\n * 1. Correct `color` not being inherited in IE 8/9.\n * 2. Remove padding so people aren't caught out if they zero out fieldsets.\n */\n\nlegend {\n border: 0; /* 1 */\n padding: 0; /* 2 */\n}\n\n/**\n * Remove default vertical scrollbar in IE 8/9.\n */\n\ntextarea {\n overflow: auto;\n}\n\n/**\n * Don't inherit the `font-weight` (applied by a rule above).\n * NOTE: the default cannot safely be changed in Chrome and Safari on OS X.\n */\n\noptgroup {\n font-weight: bold;\n}\n\n/* Tables\n ========================================================================== */\n\n/**\n * Remove most spacing between table cells.\n */\n\ntable {\n border-collapse: collapse;\n border-spacing: 0;\n}\n\ntd,\nth {\n padding: 0;\n}\n"
},
"$:/themes/tiddlywiki/vanilla/settings": {
"title": "$:/themes/tiddlywiki/vanilla/settings",
"type": "application/x-tiddler-dictionary",
"text": "fontfamily: `\"Helvetica Neue\", Helvetica, Arial, \"Lucida Grande\", sans-serif`\n"
}
}
}
fontsize: `15px`
lineheight: `24px`
storyleft: `0px`
storytop: `0px`
storyright: `760px`
storywidth: `770px`
tiddlerwidth: `686px`
fontfamily: `"Helvetica Neue", Helvetica, Arial, "Hiragino Sans GB", STHeiti, "Microsoft YaHei", "WenQuanYi Micro Hei", sans-serif`
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
/9j/4AAQSkZJRgABAQAAAQABAAD//gA7Q1JFQVRPUjogZ2QtanBlZyB2MS4wICh1c2luZyBJSkcgSlBFRyB2NjIpLCBxdWFsaXR5ID0gOTUK/9sAQwACAQEBAQECAQEBAgICAgIEAwICAgIFBAQDBAYFBgYGBQYGBgcJCAYHCQcGBggLCAkKCgoKCgYICwwLCgwJCgoK/9sAQwECAgICAgIFAwMFCgcGBwoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoK/8AAEQgBkAJYAwEiAAIRAQMRAf/EAB8AAAEFAQEBAQEBAAAAAAAAAAABAgMEBQYHCAkKC//EALUQAAIBAwMCBAMFBQQEAAABfQECAwAEEQUSITFBBhNRYQcicRQygZGhCCNCscEVUtHwJDNicoIJChYXGBkaJSYnKCkqNDU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6g4SFhoeIiYqSk5SVlpeYmZqio6Slpqeoqaqys7S1tre4ubrCw8TFxsfIycrS09TV1tfY2drh4uPk5ebn6Onq8fLz9PX29/j5+v/EAB8BAAMBAQEBAQEBAQEAAAAAAAABAgMEBQYHCAkKC//EALURAAIBAgQEAwQHBQQEAAECdwABAgMRBAUhMQYSQVEHYXETIjKBCBRCkaGxwQkjM1LwFWJy0QoWJDThJfEXGBkaJicoKSo1Njc4OTpDREVGR0hJSlNUVVZXWFlaY2RlZmdoaWpzdHV2d3h5eoKDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uLj5OXm5+jp6vLz9PX29/j5+v/aAAwDAQACEQMRAD8Au3ulCK9jnMW7EoYOR99RtIGPTKLVd9HkdY4IkQKoYqDn5iFxjP1P44xXea74Ws7SJLmzld5JQ7SJnhCCAMZ555PHAx61mR2KRnhG2n7r56EYP9K/qinUhUhc/i2dWcVZHDax4Zjv4kS6gE2EKgcj7x/X8aZaeEptOsf3FqGC/L5iRYGOvHv+Fegro1vMzXTxKO4BU4I7j+tQPpEZgMAiUOWJZlUHHp1z2rZXUbxRjPFTUrI4az0ITPIrQNloR9nRI+Qc43tkHJx79cU+4s41uPtEZWNQNqxE79ijoMjqcf0rtI4prGZZbSZEMYJkdU/iIKgdOwOara5oTx2kR+1GV2VfOLsCUwfkA+uM4GcAZNc0lZmsMQpas4+DSpnVFit/LLS5IU9MZ4znjqOaedAmlsZ7p7SYqqgyOAWULuwBxxyeOSK39N0WNcIwAGB2JLMcHp+ldBHf6h4d8Gajo2meJJYotdmittW0tUfbcxxN5sUjPgjAcYCLg8ZPHFZVZ1IQ9xa7dfma06idT33p5HA2mnxM5leTgxYQLCFC4G3ByM/oa2pfENzDfSQ6Vp2n2qSaebORbS0SPzYmPO7duy5zgyAhscZxkG1Z6fbxyPNMVcMCqs+SvvjPP41JDYW4dpEjIVmPOOMY9PrTlCnUS5lczji5RvyvczNK0a2Aa6MUaBAQiFzjBIOBmsfxVYT3FvcttMcUjBlCjOcD1Fd6mkeYqq1qrKBuJU4GP72frxVh/CB1Szmt2tEjBVnLysI1RVXLMTngBfYn0BNdUaiirydkjnjVn7RPX0Pyk/ba1L+2vj/eaTDeCWOyhghVUB/d7Y1LD67navNTcxyXscsimWO3XaiMNqqBk45GOp71p/EvxfB8Tfiprvjm2dltdRv5pbbqv7ncdnHX7oB55PFYs4iWMqj+axIyijr71/MGdYn67m9eutnJv8dD+w8ioPBZPh6FrOMFp521G3zLDbRQB8CNi0jEHAyOoHuMD8ab4cFjJrMSXch8iMgsQPvDOcAfpUUrRvGyyhcyS7WZiTwBn8eg/KrXh64isWa9eyZlGDhJMbef1HSvJik6qbPZu40XYo6wAL+V3dEO3fICu4ryeMjjPP8A+uo4LeV/nSIBABvbzOBnpnnJ/WppfOvby4u7oF33HKhskMeBzTYIzDO8ixZEQBcMvCZHAJ/KsZ2cmawVoomeZktWtIxjeVMjlQSSOBgduvTPp6Un2d4wt0t48UkMqtC6/fDA5BB7EFQaYAkSqVfcAA0meMn8Tz+FOWVkt2lAUsR8oY9/8ms4s1TmtCrb2t39pmup76RnkcyAyMTuY5LMSSSSST9TTml2KIorwENwin72P5iicGVViZG2jJGW5H5VGvkxyK5dnH8YHA9vyp3u7BKKe42V0nD/AGhHJdcDA4yenWhb24Nn9gWZvKViyx4CqCduTyf9mhHR2Eabskc/L/Ko5B5cTBHONuD64Pt39albhG3LdgQYzhJ8nH8UfJ/DOaje6BACncckAjv+Oeaa85lLTO5JPyk5z+WOtSX1+b2RZ3giVvJSNVtIViACgLyoHUgZJ4ySTU+Zq4pehCwZoyyuzEHazBhnOM+vpUbSADZKPlHOwk8e+aczlR5eMN2JfORTIrZpMyg/JknDIcfX26UWVibJrTYXEcYPlRA56vkn8B6U9biaEYV5CirknbjAotraS7k8uJg7KeAEPJrQTw9rF1ZyXcdkCsQxKwJBTPqPek5JLUqKVrIz4hFLKSkuSOcmMg+3AqVbVC4QRqyA5Dsef51qweE5oxLJd6cZwYmERt7ldqOV4cnDZCnqB1weRV/TfAsktusyXWPMI6Lkgew45/8A11nKtSgtWUqM5aJM5xgjLvVQf9gjA/MmprWwvbwSXAsi+MGQgYA9O/FdKPBNxo0sstzKuYwdrlNxXA4GOQTUYmt4IRaWcbwvJLh0J3NgH7xH59e/FR9YptXjqaexm5aoyoPDd1FHH/pJYufnQR4K89s/ePtT4PDuoagzKIV5JIZxyBnGcf0rpYdfsdMtlupvNZwdp3KAM56lQKLPxtY2+ydWfOCWRI8kgHJ5IxjGen8651jJvaNzpeAtZykjl20GeOfyjC29TnnJz+XT8afHoV+25Ht2yyfu1QE5PrxWzrPivT7y7F9YR+U0zMWVoyFCn/Z5x9ODVe38RNb3cl5JcxwsRtCqmS44yOBxxW8MVUcbtGEsFJ1N7ozE8NyCMyzz/MHxsWMlsdc46cVnTae8UZ2QgkE4JGDj1/Kuq/tVde3GwEFvBHGS8rHYvQkDoSSaz3hgnU2V9cQwNk7JZRx69sH0GO/tTp4hPTqOphZRhzKzRgRwoJl3TiP5cu7dFPpxQ2xzueQ8sCy7c7Tj0FXdQhKEtaorRH5UeJVz9CByKh/s1wNtrOjYb5mVchfbnn2/Ct1KLOWUH1KokRsRZAIGMOhbr1/Co3jSNwhwSDu2YwCP8auvp7xPhySSDlimcf0NVmQtF8ygZ4BK/exz2HpWmm5Fop+g0SItv9ll2FVYsWVQGP4nnHtTHk2DYin7pI2v0qwtp5z/ACwMG2AHBZtvvnsTUX2a4EheD5dp+Vcd/bIp2uCbtoKvmyHe5JTBJ3KFGe4zTJJFWNm2gLgZBOcCr32GJLQ3lzOcMwCLnBBA5479etQQ273DCG3kyz84dgq8DI6/Q0m1zCa7ogmYMDGpV0AG4468ZoAUOqFpAyDkbSAc9On5/hT710jwkah2A5yoGPzqOP5U2mBUXJ+UHv60k32FeTBV3vsLkE8DcMHP1FMdAuVVmBUcqOw/rUoeMIY2XqOACTxTGkiRXjdm2jpxQtylHZjDCy4eQckZPOCaVWVfmdQx/iVT19qWELKSyOpKjJJwOO3PeklglCL9oRlBHyl8gkevT9aY73euwPywXDYGevQfQUyZ/MO4SEbTxn1xShlwWKtgD58/TkfnQrRMmcquScgj/wCvQk9iU/xEjSZso25j06YJ+lXdKvHh0y8tmjYvJ5bRFX24Klucd+GI7VWC26gDzl5GVKgZ+lMjdFODkgdAVpDatZE0LwOhJi3Ej5SCetN3O0yRoxGD6cGnQSFF3lh5YxnchB/GpGCgiaKVyAOcqPzp3bewKS2RA0aMWSWR1JODlc/qabAkduuyNvmbIwYN3HqPQ+4qaaQCHcZJBjsVqBBnDgtuBJDOpFFmlYTbvdEZZFztBGWOcLjilw0gAiGDgHAGM8+tKFRiGEoYgcALyT6HipYUi8v7OoUtgsT6j6ULa4PmerK7ITKWkmYlT8oR+B+NIEwMZYqQT1wSKmuEiSMuqjcTkkMNvpVeQOBnlQBwAOh9Kau0LrqI5wDHbzthPX5u/wDOkjz9/c4BBySvU/zqPywTuyvP+rXI/Lj86BGI5WTDKewAPHbFPrYas9iQyzK4LSKoA+8FHI+lIyqpWduc9hxkfgaCu6XYQxK9MLg5/OlIEikPEzBertkH9elDVlcrdaiY2zhIg+7qpzkdKA0G4+WXYg/K+3GeOfoabiOOQOY8qD/q2HDDuPpTrmdL27kuDDFEjsWEMUeFXJPQegqbtMVrIQDgqzuRnIAGcClaYvyz546nikkjl3q4icr1BFDNh5BlAMjcWPJqrdxOSQ+1jV5lSWQ7j0AHWipLRrgN54dlfjHyg4BNFJu2xUU0tj+i7XtNS5061hgi8uONZxcJsw05by/LcHqpQq/TgiQ56Vylv4XcuJygABPyheM89fWvSm0e8vkIMYJHHzKOR69KzZ9AC+YjybsYHyLgHPev6qo+ypybT1Z/DdZ1ZJr7jhJtDmlRxGpJCZQsOFPTAqI6RJFGbmVPMZAvmKAR04x+fau1vtClkMVuuV2knO3gj6dahuvCs8DFwikK+/qeeOOPyrpdaL6nFaSZyl/4ZgtreOWQYinUspPLHBxlvQeg9DVC80WaJxNN0wTEPLyBnjj0rrk8L3huvMbEgJ+YqhO7HfA9D2qVPD7XSrFNbvhD82SCW7jOffpioVRXs3ctxv0OIi0eRGYqWQ7QFkVRlc/eP0/xJqb/AIR8W8SAsrkYZUdOVU9P/riuqbw9c+S1vFGYjlS5XG1h/d5680z+wr578pb2JEhlbEeN2Djdz7ZrV1E3oyUkrW3OUm0GKCCW6KqWKHB37sY/Tr0xVX+yZNhZmCgtjPALA9+nSu01Pw1eSFlltMBVaQsEBDAAEnI7+mT3qu2kmSQOLSMs/lqd6hAcKFJIUALjH4kZOTmjmc7NjTgtGZMOgBIlVLQkhlL7VAAGfWuD/bE+IetfCD9mXxt8Q9NufIvtP0sQ2fznAkuZ47RDgdSvn7/fbjivXlt0huX8ux2x/L5MIYndx685OeeAK+Qv+CzHjO78E/s/eGvAMNy7SeJ9fnlu4mcn5LaJWAKkn+OVGHTBjzz0ry+JMW8BklapF2fL+eh7PCeCjmPEeHoSV05L8NX+R+aGlWu9PtFwVVSfLQlcYHYehFOntj5PlvGrssoVmDcKT0xg8n88VajhmitY7C6kIUAkrwOh6ccgU+bTZkv4jG5WIglNwAOeuPXPvgcGv5qt7vmz+xYrW/RGRd20mnoscfz7k42EY5OCfY/41ehR9N0sWjHc9yMFGjJC4HGD3Ip1qLe41NmEQIiYkDdncAOMevPNXtWu9LmV75Lj5nX5ZfLBI+X7gQHjJzzz9KIwSi3cJSvaNjFkWVLhkinyk+HIT6dx3GSR6dxUD27REQEBUHT92MNnqeRyfc1Peia8UJeRxw7EyiJAu9yScmRurnkAA9FA4B5M1ykiTLvdyYo9s8m7I4Jwi/7KDI4/iz6Vzu2qsdSfuplafD4ijXCsTvXrj05NLdWwWcN54YEgb3BwBjr+Bpsn2ed7aXTJ5ZWMTG6SeMKkL72CiNsnzAUAOSF5yMcZqOedBFJCZCcEHIXAJz19qzbLTvsR3LO8WGRdikkv93J71FI6oCGG8MMqQcjGO9PlmaW3MIf5McbW6jqMCmEvLAJ2hIXO0LkDnHOfTqPoKztfUtXSuRMwJxbqOTzIDgD6etRrteMkny+qgBicg/5/Wp7y2kSUQShAXUHehzx7cc/hRBZvdANDBtWMFzJgA4xjv1xTTXQHLUrSRvM6ggqf7wPT8jUjW4aIK7L93HIJ2jNaFpZCMbWjLDOEG7JPX+VXNK8PTasD5QJxGdwSMkqBnnGefShdgT2uYaWX21mMa7ggGVVgMFuw9TXV6J8NIrm2jFzdyvOQTLbRqSEx3Y9M+2afD4L2aLFqE91DA5DBE8rexAPDEDpnjA/WtjQNXk8uRJbg/ZQ6F1hUjbgcg9+vuR1rgxGL5U1Sd2j0sJgp1pc1RWTMnT/BMGnzM+py/uoZUidHuBlGkzgAH7xyOQOldFEt5Z+GnQiS3UswVh8oYbQMnj14rk/EmvyP5MFvdOdkrSlmTad5xwc8bhjrU0PiLXdT05opr5I4FchohyfmOTgYwQD1PuK4qkq1SKc3Y9Snh8PGTjDV+hHcXTLKLa3vQQHAwWIEmMDgH71dLNFp2kaHb3OqWhj8+LfmeQgv83ykdDjGDx7VyugW19dXj2y8NChKhUGCRz145z3NXPE1ze32nmC6O1gigBmUt8pU/KT04wDjsMVM1GUlG5tCE4U+ZIstEdUlezluSA5HkMJMYbHX0yao263dowtpIdrSnLLISRgHOM4745qeC4lisbeeaxO2JtsypNsSQZOFYqeM7c574qn9qs5pRE8SSOw3BbYljkE8YPPPA68deauHtI6dDKaw89UtUPWxjuFlksFfzm+UYYgYHJPuPbvWXcKltObVsvuU7irAA/T0Fd3omnabq8cNvaWzvdzn9/CCNqkngbjjoMk4qjq3g2S3t5beG1UyliIW38bVPJ+lKGIUd1sTVwzcfdepxbNcrGpMaMuTtyfn4+h4px+yyokhAZwvK8+vtSa3DqFpqHk3NqyqDiLhlU9uP8TU1tbNDp/mvmN921wTnIxz0rsck0nF7nIoVOdprbuXdCu7TTbV47JWW4Zvk2Ng+3WqWsaffxTPLOsr4Te5fsc89CRnn1qjdTeYyw2+TIMkNnoOnJ7VtXU9tN4dNg8B82CPPmsOMZ5z6in/AApXWtxa11yvRLYxbnU0a5xZoY4y3yB2ySPTIwPyFPt5JIdyhw2eMZ3YP9aobgUEpiKkHBKjipLeaR/3TJs5HPf8/wBa6JXWxxKT2kXJ9XilKJNHGYlBypGN3PXPYU60059SUi1hMhY4O4Z2n6jpUL2ruSyRlieW2Lk4x3FO0m7urC9F1ZXEiDs7DbkehxyKSqaWTCVBb2JhYm0c29whHJEnmEjbz1P+PalNpEYwWiTyzkIRK3ze4ycYz+ldBPqS6siT/YIJZ4Y8tIyBTk8Eg9z1xWTc6dJHC0VxaR5XmTLAbFxxnuT+taRlzHPODjKxQa1jhyPJBZ8FgHc7fSo76VlTYu7JJLJjnj3NXZYYpFKhFdVA2Lj/ADmoktxEzOzbMsPlAHrVrRakXcl2MsWTPlgjspY7fp7VOLIKUCIArZzlcVelsXYH5GK9F34/PnpQ1kIo2jmkKsCDjaDkevpVOV2T0UdjPkihWMyIhyhwQew7VXdi8ZaOQqB2D7snNXLmxYvnf8oPGBj8D7VX2zW7bhtHzZwMChW2LSknrsF1a2sEMBhlSWSRCZA2QUO4gKex4GflyPXnioHdA486TBBzy+4jHvSrNMs+TCfmOfu/zNN2gpuw3HXI602JKzIiFZivl53DgAdD37U9U24iBAyMcHIzSNFLL86OQAcKCOv6VJDGC7CcuuAcZU/ewMdaSd0Lmu9Qf91uEJ3BvmIBOSfeo5RM+UfO4H5RhiPXParE8tq2ba1gYqrNtlmYFnHGMjoD17nrUIldY2hMCksAF4GVwc8UJ66k20t3EhLvIZAV+YY284/KprcgMkLBmjGAFJ+77n1qqQWYMzOGzwBjj86kjW4RiWVjyARwM/lx+dPWw3dxukW57byXKozMGOOGHI/OqcsTRyBVDgA/KQepqYCRiWKcNyfmOfrg/wD1qm1DTb/TZhDeW7qfL4SU7SA3IJB5Ge2RyKWiHFWVmZ5UK+ZC204J5IJFCzRtuCISx5wScYoZJBkbeegIOaiCBiHJ5IyG3DgCqtGxLs3YkkliPyOAcElcr1JqHe/Rowdp9OM/hUkUBIaXG4buCf5U2YSxIsgjKkrgc/e/w/GmrNiVxl1bMshcOC20YbqP1ppLu+4MCMfM27FKAr5SRjn+EEcH8cHFRmAmVWe4REK/Lx+vt+NMtK2qQ+EK8TfOFCkbepzTomWVwGm+YnAGKYI/LbekhZSf4V5FSRyyPiJUwyvnfgZxS1uTFaA0rEhTMeh56A02L7gj5x0LbSce2TTnBKeW7ZIGfu8c0wHdtVZMMD8w6g+nAppgmk7Muyk+SxnZwf4mLd+nH4VTIUsSykAL8oyDirHnvGPsmVwxy+5Rnd6Cq7QTQkxyw4x03LgkfjUK7Vim1dD4GYdJGXnBz3opPK7ZHAOMA5NFLUHB32P6j7bRoEYCUBQjAusnGT34+lZ2o+FllhDNGFclQVdCMjI/I9RXafZhOmbSBZJPJbCMcKwClcHuM5P0xTYdAs7lcuJFHmfNC4H3s5IJBJPPf6V+/YbM4pc0rn8eVsEkro4Wx8MQo5jmVWMa9I8YOSeD60weGYklVxNLGu3djO5ByOnOcnaB1r0P/hFdLW5kjYI0axL+8fgs5Y7gAOgGBz3yfSrM3hzTIdqwoqsjbVQbcHGOOvPBNd0s1oOOjOOOBlKWh5xHo1nbyiQW4wxwf3IPGO/qetVl0lIh/otiDjhd6AH268cdfyr0SbweQrSWlyBiZi524GST05PYc81BP4KludtxPJErsxPyp2PAPGMZ/GopZthnLR6jlgavY8yutKljulItkCsHK7iAM4/zxTrfw3clGWBSfmJZlzkZ7/T2r0KTwO8cpEp3heuyLOP93rVqx+H1gsInUuGKn70ZGOfTIr0/7RpWumc7wcm9jztdAkDPBcxhFK/NtBOR6fyrL/4Rjybh3W3kjJc4AUZwQBkZ7ctXruo+B4zHld4RiCpEmT068/yxTLX4eQBnlmXOVyHIJJ9sAcY6+n41Mc2poh4CpN6I8v07wlC98kZjIQEESbtvl++SeM1+SX/Ban47RfFL9p+P4eeHtQSfT/A8P2ESRPuWS/liga7A7YjKJFuxy0bc1+x3xh8ZeE/gR8MvEXxW8aPbR6Z4d0uS/uRvVXxGpkCDP8TkKgHq4Hev5zNa8Rax8QfH134z8X3a3GoahdyXl9Mwz5txI5dyf+BMTXwfG+dutRjhYP4nr6I/VvC/If8AbZ46pH+GrL1f/AK8KrPcs07ACOBURgABxyM+hOTVCO6mjjmvpiGeUALjnJz7Hn6dq0dUZY7CU2txE4847VTrg8A47dxye1Z8puCn2WZUkGRtKc546ZPX6V+XVU0rH7rTs9+omn4QvPFHyBwO56ehpZ47pFeNYyCrYkx3J6DPWpoY5Sph0yMs6g+YsWC2cZ/T2qG8XbArSTmSV92wBQT+vtWXwrUtNc2u5NDFMIpb8Bv9FUJBux80zthQPoNzc9dtU7p4zH5SkygMFZA+doxnBz7flU0uovFpzQ2lqIjJIHRSMsSgK5JHTG5vzqndajeXks1/rEjTz3EpkmnbCgyMfmYhQM9z09cVm7pm0YpobNOY4ChDEyDACjH4nFRG18tRI0LeW333IHYZ49KSdoo08xpQ/A3YJ59AB1H41DIgmk8qNV+QfMNwOM9vesrrqbLl6oT5riT9xESoHyeYOFX1I9ack8kYEkY2mPDAeWM5yDycZA496jZtsICo3JO3LYX3FDCKSN+WJ4+YHp6c5pXaRa2uXLm4S5vQ0l45VcBJiCNgzwOeeMkfjmkt7m4gnWSWMPuGEWR8jHv/AHR36jNRwrNbwl5oz5coBVnQElR0+gyPx+la3hrw7qvi3fptlJtgto2uJ2kGQqjgkc+uAQM9QKfNyrUlRuybwxavqqPGACiRMzMSrsmOg54OT26D0rotTS00/SreW2iXIt1d3RhnecZBJH057Y4pnhTQZtOlVdTidEvI8wOWRS+DnHXB2lTnIBwcntV7Vre1523P2a2VwktwIhJGW6jaAAW9yAa8bE4u9ZRi9D28DlvNR9pPR9jU8Gy6M+izzajBGIniKGWYAxqeAWJPKkFeOCfauU8Qa7pllPNa6ZIksMkmPtAh2grjr2xz7HrVHxBcajZ24tZNMMBAJYugzKCeCo7DHpmtr4cfCrxB4u0+4EltDBGGVraUgAtJyCAQMtgEEjtms37KMXOTOuLrQtGBzps57oNmPzjL0jC43nkHB7YH51Pc393psY07U43SWRAMqmCoA6HHtXd3Wi2vh3TjHq1yqbw0F4Gjyzv2dT1G3OcZ5A96wXi8OW9sLW31OKXuIrk793b7/GDkHj8O2TzQxCrLRaJnpV6Kopa6sz9DL/Zlv7bDSRxkMYRvynPUY7DitG40zw7pvhea4u9SW4YyEQp5RL8jpgcjn1wKzNX0+fRYEmimeESICsgI3c9F5x+eehqpqNn4mt7W31CNolt78s0TRzDJIcrllPzKcg9R05477xSqe9exyVOaGi/zE0Wa4kt5LXZEYcbWtjGXLdSG6f1xUUHhq61JZbmGM7YhufZGFc56L/8AqpLBrfT7yNJZFIiLGRRKc5wRkYrqvD+uW1vc2UVxahfIddgkcBcHr0GTnPcd60lKaV4nNGlGPTUTwze/8I7fW99pszwTxIGjkU8RnBABbBwcdDzjipNS8Q3l4YmeELubZGY9uFjVcH5eowMY7etS3l/BcXEt3PHLAfN3F44OGfIwOc7Rg/8A1q0Liwh16GyaDTLxvtMmzcSXbzOBtCqO+R6V58p2neSPWp0pez0OP1PUYNRjGlyWJugPlLMcFOCRgnmnaZpOl3UbaLO7LFKBJMxZWLMv3TnGeMnjIz3zVvx98PhpVwLZbiWaSQDfCuFEUgba0eBnJXAyeOpHYmsvS9MazdLie7cSIWBVMsSR0rrjKn7O8ZWOaVOfPZwTF8SeGNF0swjRLoTMoLOZFK8elUdOWykaWwuLdXQqDsRhkg9eFqLxZbyW1xE8d4ZFlH7zauNpxkdOoI5qHTbjUNLsZLmQKzsuEYoSR3x09K6qcJexV5XPLqTjHENKNkV73RY4buRLUPtGfKSWXBjGM8n6/wCFUpY5opREkTFhzIFByeOuRxT7bzLmUI9yrM+QXkGVBP8AT3rXtdWsAsyTX0YaOML5i/x9uR2/CupupBJLU4Y+zqSd9DC/tLUIWeO2G6DJBjQgAnv0/wAajFlMJEaOJgAQHLOeB7c1YmudOubsvDZgTtxnHX2Bp0jXNuDOImTLfMG64/L8KtelmZSvfR7F7TklsSLw24mt0YbwHKlvpyR+YOK0f+EmgkmVklBiZQse1WzGwOcgk8n1PHSuYuby5EOA7Ebj8itwec4xU1vekzE3cGVGMZbBH0p2aJbUlqbd7DeSSJbLqHmR2yMoYQL/ABMWOWCguSTnLZ9OBxUUen32fMnuFZQeUMXINX9Fs7rxJPbabpbxM93nY1xeRwrkKWwZJCqKcKRyRk4A5IBj1GaWFxaG3EWxQBk7c9+nUfjVqTaMZQsrFZJpYXfbKGiKgEtHnt9eKinMMsRaKKMBFwA0JBJPcc1LdRr5SoSqluMhun4H+lCsgZAWk37vmUuSBjpxV26kpJRuURDdfakhaJHDsSArEY9cjmo5bSFVDxxSI2SM7h/Iir1rEJleaYlCzbVOB0H/ANel1C3s7SRbUyqZByyryCPUEVS3G97GLc2xwzwu6IrcBwMnjqTxUctjePB5xu4cgZClwGIz0Azz6nFaXkyXDeSg5RSfmbGaiMcYdpnVsMCWCkDt/LFXHRaCdrXsUJ1u7K4AnQBXUMXI+8D0Kn09xxTGcpjEPHOz5+taOu6pq3ibUEv9d1e7vZVhSM3F1O0rKijCqCxOAAMAdABxVJAiMWYBAw5lcZOPYCltuFm7MY/mmLcPuk8YJB/Sq482VnMpYYxtAP8ATFWZAzZXzXAwAAflOfoKrJHO0/lQKxYvj1JJ44x1ojqxNR69BxmaZMRrho1OXC8ke/0qMfaXZVMr4bnJY5/SrUVpcssrNE+2Bcz4H3BnGW/HimERgEqMMByDn9P/AK9Ana11oOhjEExTyxuVujP1OcYxUl7bTR73MkgDtlsN1PqahaRYotsidyAqr0qVrwzQRq38A2oM9j3yKauuocq5dyk43soz8vPc5HOetEgmCbBIcgE+vFSXIjRhuY4J+Uk9fpUb3MahsDPGMZ5x+NOzWpMNmgCSeXjzX3PyFGOT7e9JGszRMzzkqvJOCc+x9aVQSG+bdgDcpxgVPDdXBt/sT4WNpAyj+8cYzjrQ01qK2zRSMTSAkJu2jueR9cmo2gJmK8gnjaqnGfw64p7rGJHMTnJbkHt9afHEBh+FBzlcZP16dKbehVkmNxsT5/4vvZb5v1qIllXyOMMeGHYf1qRI2VMqD64wcH8KakDKpVQT8ud2eBQm2DV9CaGeAMEgjOAc7s7ufoOBTcgyBXXgfdKryRTrYmKCW3NsDvAAbbgrj0pz26x53kA44XHUUlvqLlZGssMpMcpOCc4qRCJZC4dtzNkc9h9akt2KRyw7RnqCgH6ZpLhY4pEZYeVQ5GOfypNp6Ieu5CokmJQgllJLAY4/LiipROZFw1ruYcHDcH8hRRF2RSjfU/qysVcjbFIXURnl+Ap24yeO596vxaaS0XlEqQcFgvA3H9R6enWksdOeKWQRKGeTCOC/AAPI5/TmtJLJoAcBmMbKoMa53DnJHOOBjr1Jx2NfTrjKhybWP5znwxiov3dRBZRiP5lj++AMEnIAP48H+dNmtUVEKvEpcnBMn0x7nkfSrU1rcT4+2IwjIyE3YJwTyCD1GAcjGKrWD3N1ceQ9mXkjAcTONu8MxGe3IYBWPuD3rDEcZUk24tM0ocL4mctYszZYispeJ1wHYL8x468/iKW1F7H5pheQqSqjMmQScAD8zjFattpd2HBt5cbHfB2jIbB5P61DLpbXU0cryPmKNQy9AWJGWyO+MDPYZHeuWnxvh73TVzofCmLd7xsiBLq5gAR5gCS2SQc5yeuPunrxTjqV1MiQRRs6HktIdvAyep+hqxaWWMrMYiz5LKRtHUseBjHUAAdKne0E2JWtkYJExZmUjsSD68dMV6VHjq1k0mjhq8LTb2aKTSy3EBdLXZghgC2QcEYz05/Kqtxex2cDXLhtqQEgRnO7OFIwenORmtR7SOKzKtIFkeTBDEcn1IHGeemKpX9lJ/bBhMYWKHqoUngKSSAfvc49u3Ga66fFrr1rQdjH+wJUafvfcfmd/wAHCv7TVz4a8B+Gv2VvD2rhLrXxHrfiiMHLpaxyYs4mOCB5kiSS4znECjoRX5P6PbC1spJbi4GZG2qVOcE9eff9Ole4f8FL/wBoOy/as/bn8e/FvQtQkutBk1X+z9FlaLGbGzijtY344w3lbx7yk9TXkV5aWcNriQOoRQ0IB9sYwO3vXh4vFSx+KlWfQ/Z8gy+OV5TTo2tKWr+ZW1WKEMljbJ999+QANx+nfHPJqrIqxLJePEC+NsR3DPXk4z6Z7VF5y3lxu2ZBPloA3YDBPqc9asFILq5BuYSVIAUqf7o6EdhxXA3Kcj6CC5IpMi/s19Ph8x5MMX+VACuVx1GOMc1EixBVuDnPIwwyV/zz+VTvMRdmZ+UIyAHxtX61WhEV9Ity55ziJTyTz1OfT+tJ2bsXFLck1qa4utVl1G4SGAvHGpS2hCRYVFXOBkZOASR1YsT1qhIkkam4Fv8AJj5ecgH164FWdT8yXUJICrOxIZyrZAOM/Rv6VUe5E4WOaTLBy2S3C9iR6fhWM1Z3Novluxl5YXmnaXb6o8cqW92zx2jh1KuyEbhx6ZHBqtCksKpGS4YA7AE3ZPJJ4HHrUtxqc72L2EKutsZVl8sSnDOoIDEdMgMRnqc1FM0QiXy2keWRsFAcA8f5zxg1mzWKbsNWPBC+Y/zdGZMDB9u1MLsrGBpQpD5O1xjAPJ9z/jSoDjd9lDHaenUDGTz/AFxTY4wYlKTZHAwWI56g/wCeKV9BvYsGWaJxcTRBDtZlUHGAB1z1B9zg9BXqfw/0ayj1OPSLOWP7TPpMcSI6AByWcyMQPukgjaOCAB2rhfDVhpV1qtnZz3JuDLFF5gS3wAwYlkIwM7QB83Oc9a9l0vwNeNDe+LfCOsC01fT76IIvmA+QwTakgKkg5ww3dumRXk5jiYQj7N9T2MrwU6s1UVtO5U8eXXiD4ZWVx4cXWpLPTdUtkttTs4/njmETrMiyLwSolUOB/eGfauW8E+G9b8e3F1ZpH5hhgefypJseUvByOnHOT+PNRfEzx1c+IrSLT9W1y4eeArDHbpFiMcYAXvgcfWq/wb+I174L11L7RbaC4uEbDKzDcEOcqd4wwI61xQoN4e8dz1ZYmXtHBpfoWviZ4Eu/A/iWbwxdyx3CW2FS7tWwsilQQ2GPA5I55OK1/ht8QbXwlpUtpHN5sRZDNBLHlSB/EDnKnPfgEflXQ+LPiF4G8RaSRrXgFIGyWiuorhnKuSSwMeVKglgOCenA615dcWtg2rTXGmXJVtpZ1aTaGP8AdBwcH+eMZqoQ9rTSb1CUrfYsdh448Tz+L7WXUl05lwN5xMCMEfe4AJwB3PQ1wL3d5q7eXarGTDEZXeRzgoBjJHoP1rXS61HRpBFpzM8dw6bjgiNiCpKMccYztIHckdenpml/Crwl478CJq2jjZNDaltSt7QEyxNu3LtDMF2cE9SQCM5qo2hrYidVrRs8gi8RJd6cumTOGlhGIQzFixIxkE/dwOnQcVoeGlj1zUrgXtrHPKESG1hVT5duOnAVsZyC2ScZzmoPHPge68J6r9htbV4iy5eC4C7z3XIU4ORzxWv8IvFulaPqMCeJPD7XVr9p5uLdyjIQNpA4wwG4Fl7jjjrWlamo0n7LUxoyqTrJ1boq6n4PudHu7qCWBhLKod22gYX7xHHA4547VijxBNZag1sWeVIQTtYiPB6DnjIB6gYz616/qPxV8PeHEubfRDZapBLEiKpiA8xd5ZA4Zd6SR7toZSOBjJFcPYeC7q98QL4nmsw9k92oktrcHyxnOFBBBA9up59KyU6dGn+9d3Y6Uq1af7laEMWp3F1pkF5dO0UpmPy+WBF15LKOpz+PvXX+HPimukaMdPi06Wa+igkjhuVlI8st1cdNhHZuSASM4NZXjPTI4pprPS3mlj8sK6BT8mfc8e/H51z2gpBdmR7uWVXjjZYmUqTkYADAnp6nkjk4OK44ezrQ5mj1q1OVFpSbuaGiadq/iLzYbKOZIkJCOirumbr7cZ9KybuG90fVVsdWIaZWAeMAqRkgEH3wenWuiW60G4jAFtA0qkI8ky7gAB2IPH1FUNHmt7vxHDLe3MiR/aDK2U3bVAADA7s7icKOO+auLTu2tDmUnycuxk+NY0TWGtdMgZ4okDQOcDIPIYZ9iOlc7c22tJp8gQu0Tv8AvA7Dcff/AOt0ru/iDeT6lqE73GmXC3FvKFuopgY9rMcIoVgGbgHtxkZxXPeIrPWrezaVnhUJhDGrgvn0I/z0rtoVLU46Hk14U6k227+hyYjvFRWRUIx824gfnUUUcEu57iXOB8rAnOfYVuxQvb2S3dzaoXBLKkkeQ4zjB9Kgm8N6eIRevqkY81txVRx16H/PavQ9vFO1jzXhWknB3M6GK1uVy0ZYoMiRCRt9+Kks9Qk+zLHNNkxLgDfgZ9P5GrF5a6feQxW+lzLmE/M23ls9Dg9fpVG6tjCRGbclCCEY7hn8M8c1cWpPUxnGcGuUnfyr67kuI5nO9VWPbEFLnAz9MfrjNFlps9xeiJLjeIiWcjaDgDJyelRQCaDbBJalC4O1yD64z1q0kVu6uLaBiv3S3RVP9RRKVtUwhFyWxqQw3OnWtvd6bflLmGUHfu2+U6kFWVl6EEAjB4IqvbSnzzPe3LPknzCG3dzwSTzk9TyTyazrW+e0b7NaZZd+XOMg/jV/UroSyrAFEakZAWQkKT3/AD4xVxlpYyqU7XJ5UluFN+qKobDCFhg7em7ntmoJWDlZjaOrHOSDgVM948VhtggCB8L5pck8cdCfw6VUklnlUxmYAEdAh/QZq07mdrENyv2lUtrQtgHDlSMD3z3qSPTYYWKfbQ5AztXgfjn86laWUARqW8vI/gOV/Dsfxos7d8mVZVWPkbmfJBz65x+HNa3SIvyslsbOWa1nuI4XZbdVe5cISsSltoJzxy3GajeylZjHcZDADhFzz/d46cfzqytpK7JFDbK2WXy2YhVJyMcZ4+p6daNRtUtZBZPsLA7SdoO/Hpj16jB5696FZgtVdsytRlcuXncA4ABxtwoHGABVeSEMVZgNpPHHJ4681d1HcspEZYsAAWLH9MdTVWONYVLPu3Y3NnB4z7Vpe+gNLoNnWIWzyLL8xIwSvQ1niFVcqwYsh+bd8uP6/hWpBcmOYtEJUkyTEytt7cnPbjNZbG1C5RiSrHbluh/GotrrsZt92NdhJh0iOFbhtvTAxSiWNv3bIzZHzAvgfXFOPnOpb7MnCgsWIzQkMkZ2TSueuEjXqcd8Ub6DS5dhJN4CqoCKTnA5IB9zUZAkG+Ny4BA49+MZ9aJHR1UpEG5JJYZ7+4pC4kZQJGwvBDfpT9RRSk9GO8xgw3AAc53HoewprfIcgjcvQgd6kMMnmB3IBUfNkjkfSmRjzAwSNFwvDYzu+lJpJj36i27Bo33zkBOVVMc+xz1pGnRWJbAjJ+VSfb9KjaYzTZZ9oJJJRcc+ntUqRee29m2gAHO3J6dPeq0Ju72YkhMrb3AUkkABgO/pUIEqyFmVWCnBbjinyNEW2W0beUOPmOSfX6UxY8s5QHawyrbR8v8AjSavoi7Si9BVJKNgDggAN79sUjmQsscAwO4zwDVi7ns7rUZZrOyS0jJytvG7MqAADAZixPrye9REQhllWIFlORnJHvRdJisloiKVXbe4O04+UjqfanKI/KVjJkHOCfT1qVYiDl8DPLMUIP8A+v6VXfywPswV8H5gdv8AnFVZPcl3vqSWkssLnyMtknktj9TQHdl+dxjqzKc47fypUaNvnYgNn5s/T2pt3FprWygl/OyS8b42Kv8AP86OVFLQTdFyqN16c9f8+9FOWAW0n2eNFDIoYkqeePr1oqWo3Kjsf1b6PYl3VlcllxsJ6j9OtdVa2t8kiTlwxXcOV/2c880zTtG0twJ2t1yxyDkZJBxycD07VbFgstyDDNCiFTgjacj15P8AnFfAYirVmrHz1HKpJ3aIHW5i3GXMgKYbJHP156VHbXdq5UTRMojy0eG24J4xkdiexGO/XmrhtN07CW8GDlSoA+6D35+h/EVW1DRVUGUsMEYUMM59+tclOc6bTkjqWBqdtvIgOo29nbi4msiisS0oaUsyqTt+6uc59uxzU1trS/Yj5VsBG2GAGemOA2M8VUGkytKskkqll4JWNcNxkH1wOlVn0d5G8x4giLGqBTkZAzjJzk9ep/pWWJpU780Oo6VGvazRsDWXdXMFngkYIViMEc7enPTP41Wudem89rc2ahn6Yl54+lVmsHw6C9WMk7VVODg+gHr6nFaFnptxtM9wRIFXOGGec9vcd/zri9pUpPf8zVYFVYpco/TIZ7ydWubUBUIC7nPJPQfTOK+Mv+C1P7Y17+y7+y3J4W+Hkj2fjDx+8+m6FqNtJ+8gj8tTe3SHPDLBIsa7vutchhhlBH2R4n8Q6f4ctEju761tpLiTyopXXYkfGSocjAJQNgYJxzX8/v8AwWF/alm/aY/bZ8QW2h62Lvw34Jml0Hw3JFIrRzLHIRPcrjIPmz7yOvyJFzxXu8P08fjscpzm1COtr7+RtLK8vwtG7ppyfkfNPh+yupNPWZbWQws+IgrHYuPmJA9eMf8AAaXXb60u7l4dPceU67wVZj8x/hwQDx06dRmrulJe2N75N7cvFHFF+6Eig7R16Hnnnr61h3chmvJJp2EJ3lmVRyoIOBnvX6a4qnR06nLC9SrrsiOG3aEOMlZCAgYcAng1YCq8kk8y8g7SkcfA4/nSRW080GFKKzE7Wx97pU91AbOM6Y0Ij2oCMc7if5e9YpcuqN5yhzJdSnfMZP3AjGNvAK44zkA+v1p1rbodzCJS7OC4UfcboOf8+lTIISoRhhFGVUpj8+OPyq60qyxib7JwEycjAP147dauEU3dsmpUlyqKMe9jkWV2S62hu5G0Hn/PFZ88qwp5ZiAd1Y5kjyFX1IPc9K1ZvKju2MiMqRk5DDJAx0IPXNUiZBEL+60p0Sf5od+VVlHGFJ+9z1rllrNnVCdkileStOZbm7SESytu8qOAIMn0UcL29qo3DSsxOUIxgqRkkY5Bb09qmuVJJdYVCngY6YOeKjklh+0xF7NGTbtSNnOGPv8AjWduhtG6jowUMxQNkLkgrknAHrjtW54Y8Faz4wvJF0yzV7eF8XDtMFSMYySzH5R259WA6kCsqC2QQuDcOu3KSRq3JXGSTk464GPevZfgP4a1HTvCl3dX10tnG0B+yyTXKqkjeYOCByeMZI6Z5rjxdd0KV4vU68FRVesk07dTl57bRvCF3D4djWEXC2vmCdX+Z3ccISemOOg4rpW8XaHarf6ZfyNHI8KLYFFbEYVcHJCEFTxlTz3BHWsn4jafbWVwV1GWKe/MrbSjqsSLjP3xxwMZ9cg8dK5jWNWtbyWJRdecZbbe0NrHjy5QMKp/vKeDmvIdN1JJvU+kjKFOm0kkXP8AhFLLxfDHcaTrdtbybC7wF5JHbO7cwC5AA2+3HNbfgj4G6triwzWZjinRJBNbI373Od25l3ZBKnIHcdM1zXg7XTo18zzQSQ25ytwkx3mLd0KAqMt97k8elbtp8QrrwpcTSWQkupJ2f/SJFPmSxk5AfrlwejHpgc1VSOIj+7T9O4U6lFy9o4+pL8QNLOhaXLatMgLjmBPvuRxx/c9Tk561zNlue1uHkgkmkFtvkIY8LnHJ7dq29Sjl+IDzavD/AKPJKcyNLKzGQn5SF7E8c+1T6v8ACjw3oum2/n6lcNdrNJ9ujklVIkK42AAnngknPGQoGS1KglTp8s37xripqrVvT2sc1pWs2sVxFYXOp+VAMzQlo2xJ/DxgZZ+w5I4685rsF/4SLw2w1bT3ks5J2KW7q26ZuQN5HOBjoDwazfDVloegTTRa9YyS5IkheADfweCJPwHcj2FWtT8S3uu6K6addRWjW9xEbm3mlJnnL71Ur/eSNVyxJUDeOpOKupz1ppQWn4HFBqjGTqu7/I2rHwzN4m8QQxajpYV7sr5wSUbYTwMnbjG45PuSAM5rY+I/wj8RfD/w1pa/8IzcxTvbTuJbiAIV3yR5Bf8Ai4EZXHA3N1J4639kxoL/AMQ2Vxf2NtLBZErd295FIGvhIQjRIyjeshSR38wYVUjPc19DfH74WeKPBHw8tPAXiDQD4o02XT4vsmqwhovMLKVXJ2grIoYgngAHkGuSFScJNSO+dCdSNOVJcyPz70vULyPWJtL1l41mtpZI5HinBB2nDjd0Kj8c54r13XLK98JfB28udDlgKhYWvb5FEbWyyYdUC9mZSOcdO/Jquf2UdegaU6Zpl9dWyDOxEKpIQpcIWwR8oGTjj5u9fV/7Ffwa+FHxO1HV/Afiizu73w3qGgy2OtWltC0xivGs9sV7Dt3M5DKCAqhl8rB+RmK5YrEYerViod9TSjh8XgsLKdZadLbn55w6lqF0pbfgS/vGDvjCjuTnknHcVsT6D4v8PxSW0mmvby3qxCWGWMFmXckyjJUlQfkyVKkhiCSCRXpfxr+CHwx+FPxFm0fwX4wh163gmOb5bKS2SOZWxt2SDvlem4dR2r6Y/Yj+Ben/ABB8KxeO/iBYwXk51E20d3DColFmgXZIu3iQ+YSqgKDthYHrkdM8Smr0Vt0Jw9Cs4L2zcr/qfFs2i6o9xBYXulbpSrEpbkkhADuPy9VHOewwRVSysNc8Kaj/AGovmeQHPkTJICQF5zlT2YKRzkEAjmvvP4wfsGeKNe8QX/iOXxBYLf2YRtOsdP0JbW2mhJUEmH5toJ3szHO7d+fh3iP9lnxrY+IP+EX1XR7wTtIkdrZ29gyTPEGy05QD5UGTySqgHPsPOpY1z0e/U9etgqXbTozw/wANQmaWSfEsn2l5BbvLHl2kk4dtzcnAxkk9KpeJLrwrp+rGwskedI18ua58wFGKqASFXgDg/pivbvGvwE8e+H4IpI/C9xPFpttJEZY7RtsquzDKnAxkAYJ5IrgPhx8APE3iGIaZHpJF8b9I5LIozOkeSNzngDjoM5O08d67KVaF3KTt8zyMThnBNrb0PO4YZnIngZXNyrBYNuNoHGc5GAPasXxDbX96hkeYLGHYRptILg9uCQMV678dtKg8C6lb+FbTTUtwiNJNcSpgOB0Xd1b2AyOegzXCX4mu4FkhC/vArKvklTECPu4PWu2jWlJKbWh5lbDU+Tqcdp2j67eRPd6eqskPBKSL8o/E54p0M32qwYy7XdT8rDBwfc5ya0L3TpIbN5DLIjIoD4kPzE5xnt26Vn6Mk1xlzDEzORkbs89zn+ldykppts4HB03GKW42El4G/eCTYPmAXeBTpENwqQF2UZ6dQo9gKllie1hBdmLOxJVHKjGeuAefrmqk1vPcRmOOMlFzw8gCgHvTTTYl7js2R3ELoyl5PMBYhm6bB6FVrc1ee0v4xPPfANaIA4XCjlcDGMZ/zmsIXdxJA1szBVbbvcDavHTae34CmJcW91IYGTczP8zFOo9R2/KtYp3OaUoq5pWtxHO2YJUbC4b1x+NWJLN4F+1RJGGUbm2R8AdzUOqaClgsU9vFhZ1ZoXPIcDGfcYORg1Pa6vNZ267Jy+RtddgwOOea2XdGE7tXIoYpXOWR85yP3x5q3HaW5XyWuyHUjy1TnecjqTwo5POMcGq+UuZRG14qjOSqgn8KtaZe/wBjajBfiGK48lwxtbqIPG5HTeucMPYE1RNkkOa5tbb5JplRc4YR5O7PHU02+ijaIi2KuZMZI7kep6Gp1trTUJiAwDZ/doYwV6A5zxnr6VHfQS6bbby4ypwYmHTn9KpPUa5bmJNLLPkNIM9xGeD+dRMju/lpIAByVI/+tV94prtd0jBiwyQX7dcEduaikto0Bd9zH+MKue1XdqxLXYoTwZLlZkA2gMFB6e9QwmJWJiVxj5coCR/hV9okJSJwzbhjDDpgZ/CoCMyBVBdivQjA+nrStbVENa3uVCjKnmRxs5BOMdB/Q0yG2nmKxmXaDnIBK/jkVYEZYmR33E/eAU8jH5/lVvTrWAO5FuGTyz8xyAoI6013C6vZspfZ/Kby3bkDli3LVBIY1wIUUHOVCjPH6VbMFzAWwh3BMDao+XjOeaquJZm27nZMHGMfNxS9BXtsQ4Mk4ldtrZPXr7+1CJsLb+MgAlTt3c+1LGCSF2qQ4wPrR5YXDMCAowSpwab1jqLlTWm5BLEwkKgICSCCASac8Urx4zkDoevNPcbZQvmFg3Q5wQMcVJZpAZMTSHcFG09P5f1qvsoFeOpBDGzy7EQBs44WrL+Wsx3wKx/9B/Ojhd0kbIQOR8w4HpzUUhAzI6kKRjO2k7WBtLdjnkjSLyfK2nOTg5JPoaaqCNtwmABGTjoD7jvS+bG3ylWIPH3duf8A61MM0iIoG1VJ52sD/SkrivG1ydLaGOV47q5ZF2kkgbue3Sq7xoSNq7sAgMPTHNOGyZkEaMT82Scndk9MY7dKSWGWCVYZ4yD/AAxlscfQVV0Cab1IlYCN1kRgz/KzLzx7Y96aLSTYZZJSMHox/pVxIbu2ulEciB4W3MUwQvA79O9RSErl3jKs38RIyTnrQpDs92IjRwKFUJlWyybQSRjvkciikdpAC20nnBKgHP60VDsVeK6n7cXX/ByfpNlOLWy/Y2W4UvuBn8fgZwc4wtiQfXjvV/Sf+Dl7wQySDXv2ML6NNqnzbL4hxv8ALxk/NYjFfjhPfuEHkysoO5WZVAB4wef8/niptb8ZX3iLVbq/+x2lt57I5h0+2EEEYAUBUQEhRx+JJJyTXNLKspauoNfN/wCZyxqYyK1kvuP2Yf8A4OXPgjuaa2/Y/wDFLyLhZB/wmVouD2J/0Y9uelPuP+Dlf4Qswt2/ZF8QidmPmJJ4ytyF46kraZ49q/GKLUpmi8ou+VGEUcEse+cc9ff8KWfXZ4yLSK5fDqBLuBAOOepzwTzWH9j5TLVwdvVm/tsWo2vb5H7Lt/wcmfBolVP7L3iWIswzInii3YpyMk5txgYOe/ArWu/+DjL9m60v5Yrz9nnxqVjldJbuDUrJ1LcgFVO3IPbOODnFfinPrTSpGZo/3Ww7lQnLHPc446Cny63cXceTuXIwflHZeoY8fnT/ALHym2kPxZUcRjUtZfgfs4P+Di/9m+3LSxfs0+L3XgHzddsRhj/CAQct1xxjjOe9W9J/4OKv2ZL25Caj+zx46tgCeYLuwm3Z6dZEzj0Ar8XE1u5Vllkc5ViMADcOMcn/AD1Pfmkm1NkY3SbQpwF2S8rgdQfSl/YeTTd3B/8AgTFLFYxuyt9yP1+/af8A+C7v7LHjX4CeMNL+HnhrxE/iqXRpLbQ9L8UeGYXtLq4mITMjJLIiLGCz/NwzAAelfjnBqEqP9tuG3SySGXdIwLSNzkk8e5/HtTdb1GW+l80K7xAhVctn5hycgcDjoPQ1BaEkiZ5Tvk4kkc5LY49emBXThMLh8CnGiiKsqlazm9fLY0m1m4UyidzK0pwwKjoevOPTNRWrSSziO9HlJnEkmzJUHknA69aqwYu7gHcSg5+7gew4/rUzSOC4TCEZGQSSc9R+Ndrc5aslRhHbQsWMl3BAyuwB2klCM7fXvz7UjyXEsguG+eR8ENtPHp9cepprxPDBvihcEx5xs55/pT9kUgW3jCoxA3sjZ+oPHWnzPZEJQd5NakhuGWApIo3sfmLA9Qep9afLdzy7XS4ACsSNqEZz3BHT6cU+3tvtcotLZPNY9FiUlsAEkYAJOByfpVfzEnY75gVALF0A4B7+44FLmmnYduboM1HNyPsocBm5O6T7xHUjjj9az72SbyAl27NFGoVCzEgDdnGOw9vWtGckrHvkYnbhY1+UYA4Ax6Vj6pdo9wYYIN+04UyOepH+eKluVzSMZLZlN5I4+XjO1myFJ+9zipLtLq+ugkjsDHGFaJUHABz1B5/HmrOt6LrWjvCNSs5Lf7VaJc2ZePHmQuNyyKDn5SGBB4yMEZzS6dbbmFukMilyAzBwc47D61nJvc2i01uaXh7wnq2sYilcwoYH8kvCqr5gyRkjhjx7nkV6D8PPEviX7a+k6351zHJcY39DE6E4K/Kc9DwAMjqDUNquiX08HhN1S2W14STzC0KvIRs567GCjk9SOOMCu5+E3ws8X6lZ3F/p86w38s7W8UEoCNCqA7hJu9QTnHAxg8189mFdzfLJH1OVYdRpOaf4/meU+NvDsstw19YpeuzBnKyDaZYsjDkD7uQwOMd+9RfD/wAG3HxA8TR6bpRKyi0cPF9n3BhtJ29PlwATnPUYHNejfEy4t/D+lyaXdaLPa3V3CHnb+0SEnPzrlV2HAAZgDnv9MYfwmvtF0PW4dbtp7rSzGwMU6sHXKqSVKtkE4HAbqT71hGrWhhnbdLQ3nSpzr2m7ps0Na/Z8SDR/7ZvNUt9NvUnVLZpiQk0WDvJK52kKTw3XB9K8+1bT/wCzrhGmjt1uNrK4mYbJo92QyNz68r1wa958YeNrrxPpL3FpB5ENwwO6AoY8EdGBI8sjB47njrxXjWqaVPrpe9NvLKXyLZpF2hsHGMgc/l7U6WIlXSbVrbj+rxwjacrt7Gb4V8Sv4aEkENnbGGNC0sTNwwAJ46AEjpiuqu/Gkms7ZrXTZVeNswKVJaHaBgkdXYEcHJxnPU8c/D4Ouf7WFlrCptebKxLINi7ecngHsOD9K77wx4Cg8T3UGoeEhD5sio87SYiRFD4LO7cA55wA3XHWlialKEU5a3NsFSliZuK0aON1Z5NYl+03KBJGQeWojMuW3bRlDkk46d/U8V9WfsW/spyfE3Sri713THS/tvK/sv7Vp4ZIi7bHkkRXdn2rlgGC4bHzcV6p+wN+w1aeMdbg1LxjoMOpRWUvnXV8ySqlxJJny4RztZuAcnA+YZxkV+jfwx+Cnh/wpa2+k+HvD0FpbyrhzbouJGXzsqQvYHndnnaMHmroc+IiuVWS/EnEUo4eTU5czf8AWp8xfAL/AIJqfCf4d6ra3N1BPq89r5c01xcReWWXPKkByWAxk84OD1AJH1tqXwu8P23httHk0mJraRR5mmmNQkKswKKQwwSQC5PGMEnHAPW6T4S03TJ0u2s4xLGu0MyIrOcZAbkjI49NuNoyM5varbLPpkstrGJIpHjPmMm8l4wxX5T8oGXfrkk8noMd8aLUWranI69lHkei+X3HzB8Xf2V7PXvC1ro3hy9urexjEi3UcDDkEHarK20kbivyAjhicEqAPJvA/wCw74k+Fmk6t4U8KTW9it3vCaxoLssoUYKKYpVbzCMsBICpw5HbNfeNz4Iyu29uIlEj4MSFiYhtLEDnJbkAsTjLHBOGrMvPBlvHdDRobKWDyRgSPGCcqo4Vid2No4JHPXjpXmVcqpXbd7vsUs0ruPKndeZ+eOgf8EqvFPifW55PiDrcZtbm+SVECKWGCA7BiWbdjg5CgZ4yOK+mPhH+z54e+Fml2fhex0INZ2g8p/sjAo0hdwqq+7qzOGIVcEk5xXud5o8VtaTN5TfZ4lHmMcszgDkZHOfUnimx2UAY3F1Ftt7WNWYHAVpSuN/HBwrptHYgHqaxoYGpSlZPTzO+tmc6lJczS9Dzq7+F+mWVy+omxjMrkhyIEcNgc9j1OBjORjrWbrHhll863/sO2McpOy2aAbFHUDGD0PPPevU9XSwt7WWS8ulBgYgzQZYJkA7Scck55weuR2rhtdvri/j82Sby87vlYqzMMYB4OU/HrRiYRpQ0JoTqVtdTyT4m/DrRtb8P3drJYwyl42aMurAox/i464OBz24zXyz8T/hBdeDrxvEXh3TPIvZl/fsSWSUBgfuAk578dOOa+uvFt/IImkuL1fIQ/wCr2El8ADaODge5715X8SyNTtpZ1cwkkCEqmGB45IPY9MGvCrTdSTstD3KbhSjZ31PgT4//AA98LeLfF8GsQ6ZcS6rfTB5HFwSq4jA2Z2rjheVXA968K8ZeCk0vUn0+ESRwo2/Yo+VsjnGDxjjA/lX3B8ZPDNslvdX+lWscEch3xuUGI2HUjjJ3Ajp6V8y/FP4fNfK97dlY3LAoltGeSe5J6D2612ZfiKkEoyeiOPF4elNc0T531RrtNSntJJZJXSQi3XZnIrNhN/LNG6TeSZGxvkHI9/bFdr408Oajol1DO8MCxBjtjMoTJyMnHfP51iiWCDP2iO3ZpHwIVB459BjBPvxxX1NKrGcE0fJV6E4Td3sUGtFtEW9uH3FhhGcEkKOjc+tVzd2koKKJHkblge/oPT9a6LWtI0qDTbW/0jxFZtczqQ9tCJy1qM4AfzI1Qj02FvfFc9rdm1q32a+kmV/LV1RlyQCNw/Mc1rB8zMpqMYabkF3cTSRRxOSgkB2uFDHrgj8+9FlL9nZoUJY44BGMew9KrPePGmRMcA9HTOcdB+VPtLu0lfd54Dnhg42kD0Hat2mlc5G7O/U6CwvNNk0JdLNhM+oNeK63hvFESQBCDF5RTli2GEm/gfLt/iqsjmVBG80flqf7pIHt1xz9az7olp1Z7dWjU/O6sevt2NSWtwUkUeUqgrlMcEg9MnjvVpvcymlH5mhHPKu58KAmM49PoOlX7J5TOyCAqQM8lQ2ccAZqDSLZrndO0B2A8k4GfSphbtBG88cbJGoy7scewPJ45q2+Yhq6tYs/aPssiOhkZsfI5TLEnqM+3rVS+kjlYSGc5B2sJVPXtgDioofNSXzYikcWAiqjHLcdgelONx9snDTngMB8q549sHpWltNSfhkLbRmeJVYnBwCxQjv15pk1ukmXEagF+W28fiKsu1ukwTzPNUrkhsfIe/FNSwuFkMskKKjDPzADA/GpTTHeUlZlU6c7wvLNGy/N8wP8RPSqr206kqT82MsAuSx7V0UwtVhQHCxhjtMcfU9OO5+prNmjj3G4iVYznJkJ+Y/rxVKWuiFbS6MmTbFIQiNlBjazHr365/nSNHLbId0ZLvwMHkfieKuSn5xG8uDIuFLYVUz3JOOPeqs0CQyruKHbwuwcEfnmq6WZm3ZEF5NJKsaSDZtHzIw5bHGDUEVnLc4KqwwcBG4H69asTKUcFo1G1SQG4wueMDoOfTFSAzWqkFAisuWXPJGevHpS1UbE+9zXKc0EccjfZ5mZUXl/LwWPqDUdvp11fxTpZ4ZIYTNKxlC7EBGTyRk5PAGSewNWQ8cmJUkJJBY7QCG5x+FV7yJcCOI7ug+7yvfp/npTba0RortalOQgSLsYbQc4IznPqKetnI0q/aXYK4zu4AKn2HH51Is5GX3KN3X5OcAdfeoCkKxlUj4P3Swxnn0J4prUTbTZK4jG5F2lQwCsTgj/ABokiRYSy2qE9N7sf0//AFUkZKglDn06H+dI9squsksi8jvyR9OaTTSE5NIiILODG2/HGAxAP40qxhl2BuQccLx9etPWGNiArDOeM45/z6U4x+QDiQKrDcxUngfypttg+VjJXkWQPFIo8sYUA55NRzKu0M8jtIchgEwAfb1pzxgRMxIBPBGP/rUk0qbgsZY4XKj6UtwUn0BWvIyYUO0P96Mp+mOxpG3MvkuDkH5ePXtTj58+/kbs5MhJO7scZ6nNQMkqSYkQAoeST1/woXvbg30RPEkIWUMh2lRhiTxRURlnlgIa4ZyEAztBA9hRS2C7sdh5UMVou1c4BycZwc5yB0NSSSKsTLbsqhlG9ueP055pHgdbgWypIMY3KZCQuecE1Ld2sESkO4DNgkMxx7UJJrUlu1kPn8l0MihV8vG1QuRk4B4qrLHKI43cgK24w72+UKG5OMfgKkhd1tGMaknOTIo/r/nmmTPaxQF5btRtj+90PX8+9PS1itXJ3RMbyx1O+gkmto7ODy40YwB2XKqA0mGZiWcjc3IUFjtCg7RN/pBh2ME2i4yjLEAE3AnAIJOOoAJ/nUOmGSbekalY3IWRVLYbB4zzk9+vrW1FbrfJdWrTbCpjeMMoAwrYbnPAwfQ0WTJblFXRQWCdrbytgALFmBTG49O/SopLIy2QdvLHOQgfPOOnsMVdlEokVJHOC2MgZwAMdM1Vv2VI2heJSQcEbuuBkD0/Sna+jM029TLjsIvM3hvmbJfcuMDpj3H+FTqvmSNczKXZ22rub7wA6knHtTpgtu6IsI+UAsG4Gef8RUW+SV1hABGPYhh3PPvRaPUuUnJLsPiUxReegC78jcOp5x36VMk3kyIqJvRVJGVJBPTH9aW4XYsj7flRyASOeD6enHWmxXEtoArqV3NuK8fKew/ziq5UrEy2uhxu5Lkk3EZz8o2gDt09Og44qRRGC8avtQDdjknrk9utRxKok8wYlUxL91GGw85GT16DkZHPU0rzbm2Q7RuUZGcY/Oi6T1C10WYHntoZJoS6SFCC+/YwDfLjPBHB5x1B9DVULFp1r5MO2NEADKOAwHAAB6AH0p0t1KLfgP03FRwB+X4flTZ3aOEs6oy5zIcHB4OPp9KVrFOKbD+0miud6NDC7L/Fgqu4bSTuBHfrjI6iszUnNwoUtwvyjf1QA5xz3/OpZMlBCyBU3kbyOTxjHXpiobm9VonkwVllcYBORj6nJyajUcL6Ejl4FkiiICyEb9wyRgZ/pXS+CfBF9rsYlt7aWf5w0gWMHCj5pCcnGAvI965mymucwrKhKpIcMVU7ie44z+dey/CmSx0jRZfsmqXSy6jujZIETarRyDImZhhA0brjGSTnpiuHHV5UaDcVqd+Ew8a1ZRl8xkXgCLSoLueeWOKOZjDbC7TMjKvzLvIJC/LtAPA6bTxXW+F/jha+GIW03xXaTRC42xm7juNtygGMMQR82OmODjnOazfF+s+HvFWlWnhvTdEu7W6HmP5duscjQ7eTFIJMK6EYZXySATuA4ryibTLq5SZRclJo7h/MMhUIFXvkfKuDkccdO5rxXRc5Kc3r+R9NQlH2TgloelfE7xyNWuJboalb7I4U8i1udNUkLtI8zJ4DdOV+8ecZrz3SvGFp4XimSLT4ZriaAxq15FHLsVlYNIA4I3YJ2ngqTkEGqfhl7rxBeJFqNxLMwkKJCsYAUFc5AJ7dM9e9dzL4A8O2+lQX6G3e5iSVxvkYLLg4GOxwOwOc8mqlUVGXLNt+g4QjUp88FZfj+BzuqeN9T1eGO7giCQLEkodXCiTb8q54zgEY59CQOpre8NLObRprbxDaec6glZxtTbg5UE/c453DriuY0yyF5qcptdLMgljZmRkJ8rGcY5HBHXPTNZkfiCexnEaXLRyYKBYV3tgYIVPTvyDVRhGaairIipKUEpN3Ox0W0vNf1j7LbXaPFbsA0NvIP3uWykcbL8xJIBwM474r7H/Yc/Y30f4m+OrDxBrHiO1utIIS5ntY4iWmVTuVOcKAMAEjOd5BxXwpqsNxql1aXml3Bhe4kVBIspzHKeoyvzLyeTjjB7V+nf8AwTMtNS1QnV3sb6ztdN09rWOxvZc28l3PlQZEdRsjGJGwqkvlTnA5U6KnytvRvYUK8qc3pr3P0K8A/DnRfBWjWvh7wPaDa7SrYTxxEKVjQOzBXCvlTIvLAE54HHHpVvZQ2+BasU2RiYT5Vkh2hgBnODn7xAzyfrWd4Zs1MUDCMGSSzy2FwAPmBHtxkj2I9RXTLZLpWmgSmWc2qtGLaAHe7fKcdOuWJPoAB3zXr0Y04fCtF0OStVqTfvPXr5mXGyXEUVvbKQsbsYiIFL/Nw2WI9MZJB6Y4q5a6Yj3YhtoS5QqrTEMyk4JG0+mB1BAz3rS060nksYZLqJorl4g8kHGIz6bsY6c8/wA6spZMrlWlY8gCSRlYqeoAyMBuOo7e9aNcybOSU5R0OeaK786SGNQpMQi2soX5VyVAwBjGc88nvms+fTrZZTIpSRR9592MMQBjr82T7Vsmy01CyvKhQbmMaruYlmJP1z1J7nrmsu6ubCC53AZn6jdyq9MYC49h25rnnNRXvbhT5pTSjsNhtraytZdNitElRoXgSa4O7eVIGVzkkD3PI69axNV0+6Fh/o9oCzSbkhdwSoOMlj3PTJ/AVt6dqNjMkc1vNvO4CSdQTliTgAHt/DgAccmqN7p5vmOnI+3NyVebaSI+MY29HJOetcS9pVhc9KjTjGdzkdTtL7VbEkeaYLSKRpvJX5XLkgnPqCDznOeelcxr9rp+n6Y6TuWeUDbGz7sgc88f/rr0G5S6aC4htyJliA3EAMHXAAPOM/l1Jrg/GPhbUriN1tQsjKPnZZTjaegVW6c9TzXlYqnOSbSuexRnGi1G9rnlPi2eO7diW8zYzKjsqg9euD0/nXl/jHVozBLEYPM8oZ2rySc/eJJ4xXo3jjQfFrQG1ELJHkqWBReOp53bvzArzXxd4avHsR5zziNVLujHamcYBLE56HoOK8RXi7M9CbTjc8L+Lj3+oSMpmjSFlKwwoeQc53Ejv2rxLxRp1w7XGnJbeZNIRtQ/dIPAAGcD1r6N8a6HaXcC7Io0KA7MDgL654JFeJfFPS7XTbPzLKNnmDEXMapjDdSowTux6120dXsc05wUPdPmb4uaH9j1lxpCNK8IaOd1mDYYZVgGBIGCCuQcZB5rzIkTo0bQRIfMDglR2GPvEEnp06Z5r2P4l3c0qNpljaxKfs5EYAAMmB6kccZFeMpBcyF2kUxoG5CqF2noBnv+gFfTYO0qXofNYzmVaz1NrT7WGW0EOnKZrkL93bgKCcs7H26D61gapf6QdRMem7IjEfnJUAk9+B60++uZdLcafeyTLG/MgfGN2OOnUVXht2jnJkgVYdhyyMpycZ4x0/E10xjyq8jhd/hXQz7xb+S788WcUhYHeXUjbjocnrxTVlieB4DZqzbvnCzjPTPQDirskRtz9pEzBwckhflx7EZx+NQyXti1rPZSoyyu4I/eFlHfHbr9DW9OV9Ec9WnZXEitlkcP55VyAGPmF856YA6/rU9raS2941vNpm6QcBJHKn9eT9DVSOOOC3e4Fxg8bkAGB6DJz6VNos8yX5Z4ZJArAvErkE5P44qnJ6kRp2STR23hvSZ7izbdasY4vlkMYGEPPBINROtnb3soubeSQqjCILKVKnHD5IOVBGcY55GRnNVNDvb6Kdvsd55cY+9AJOXOP9mrlqIZmMs+RNjKl2zk+3/1+KcJJq4VKaj5lCOOeZxJLeIFJ+ZmQnAHt3prW7z3DRzAMCcj+It9RgYq3dIh2TtMiOV+UABj+R6UlxHbhU821/eYyGZeW9gMY/Gtl5HPFWumhIAHlGyErkZLAAAfXHSrDRyCTypZWJHVEOSfxNU4bqeAhkXYW43g8Y9Md6FkuJJMyowVVwY1IHfuaW7Jsy22BuWOY5Kj92ikljjpuIqooSOchWQps+dFOSrYPfvTIxKgZWUMoO0FT8p/Lr/jVj7PIwNxAgJyFjTzNoJHGfrV6tWJfMupQvJoJ2Ro7aJfLQAgOxaTknLZY88gcYACiop7OIRXGIIJi8ZWMzB8Qs2PnUhlyQAfvbhycqSBV9tLGD58nJJWQmQgZHGBjk9qrSWKSqztERIw4J6Aj198Zp7CSujJltd1tslmO4MAuAMsTz+FV45MzBHLYVirkk9xwOvbrVq8gu9rSxE7BjGzaMj1x1/WqU+JZA4LDyx1HBz0P1oTC32SEyExLEQECsQQeO+c+tMjZQwKNypOGVeozyB/+ulVHVmjEaKT827cf5UZCtn5d2MkkA96u+mhPKlqSzIjR7wpJDYPcCkghjW3luUkt1K4CxySfO5OfmAHXGOT2yKVJ5GQq821WIxlgM8UgheBtrS7WABK5GfpU3SKV0rXImKpLtmG0N2C9fwpZmBYHz92BhiBt5/GlYW6oCFJA43Z4/AdKVY+QCpGf4d3B96enyBNW1IQ8iLuMag4PXg4/Tj2pVeV7ckyRoQBgbvvY4xjFSupmyW2tjgYHQdutQiCRssBnA6ZosrXZF3oxJI1QHJGWH3gOM5qJ97ICZN20nA6dutTMrgA+cjDr04P49s1FJJBLCiw2vzL/rZCch89MDt6fhTVmy9E9UMCeXKoZvujkI3P6cUMTkhpAcnH3Mf0FJJJCpxgZ7nHFLt3qEZBnHB5OBUW7g3GTETyo3CksCGOflORRT0JllWKIqQW+UquP1oqrIjroelX9t9mdHMYjDSYaHGMAjg8eue1U2V0uJJIV2E/dkzhgOh7+mRV3WI4jdRrFIMJEpZiw+XjB4xwapXkkogeKQOpkHlE4x0wfw4x+dQvh8hxUtyoIxFIYLdBFEW3kM4II7ZGfmwaSSeGdIHtbRoXVWF1I8m4SNk4IBxswuB35UnvRHESjyO+0x48pPLLFsnkZ/hwOff2qCcKJHjI2g/u96Ictzndgk889elEWir9S1pZLzLIHJQDJaRQGY46YGK3tMiebX4wEI8/MSSD1ZMZ+uTWJYRCKclIPlRvlG7OcnOM9CQOvP5VpvPiYHGHjdDjjseBjvnPrWkLLciWqui/rU9nfajdalBocGmR3Mjy29paSytFaxu3yohlkdwv+8zN6n0xrhme7lntz8hOEaRVywPbAJA+ma1vFVzGuuSWxiMKsqsoTDFRtDhQB7YGOgJrD1C0khiRfPy2Q0qjaRg429Cc8c/jRJtsmCTVypfzs5LNAWIAO5hnJBHGckip7S5hjR1lj3sXUsiPt29ePc8jk9PrSTs26OW3JBzwQvLc4HXr/nvUAEEEBaWN/lJMwOORmi1htpvRkk97IsqxogcL94typBHTnt7UkqyrHkYO0DDL0PPX/PpTHWUNGjMC7Hczoc7fQe9Txwzxx+XllJXMq+YccdKEk9Ra7LqNRoo5g1mxjYEZcZG04xx3Gf61N5hkjIkTcRnbk4x2zn/Gol2JNkrI4xwuMYz0J9akhWO2tjIV+8doLcgZ6/jx+FJtXKUWR/unUTuzFix3AocgDuCeuSentT3u4HlLPArBBtUAkEZHJOKacow8jOAvcALkjgZ7cnrUtxFpUFrZ/Z5nuJmDNeB4tqREOduxt2Xym0ncBhiQOF3UIbjymRqlz5UzoqtywAzjpj/GqgeQTN9rjyxIIR3Iz16+lS3lwkF6Zbblhn5mH3OevPB4qForbeZJ7jgNlsx54PU5zWclroarYvaUGlZQ0YVl5G0HJbnHtgGvaPA/wi8X3nh2SBNPhSPVLeK9E/25TsgBkQB1ByD8wx6Z456eR+E9PW9vIdPZFdWkOGxk7tpCjr3OBXq/w++K+o+BPF1rr1rDHLMunHTLsFzmNTtUlckjDew4zz615WZObp2genl1lW946Xxd8INattEutIvdGu47vSYczfbLhGcSKM/63cTtGc4AwQOveuGvrLRfDOkXF94p8PXCy6vpUq6VZwS7CZPNVlm2gljEWRoyXPc4PAr6uk+NWmaV8NtT1+6uop5rqw+yXAg2f6VE8qB7Zd5ZdgABZWxgJ8rDv8yeNLTw5f8AxJmt7200q381VnEdjfJJDIkqh4olkj+86qyhxkMjhkIVgQPIoqcY8179z3pVY1Jcj93zR5tomp21trouL7dFuRWWWPI2HtwAMjtwffNfQPgXwra+NfD0dpp15LNF5nzyGzWdHJwfmVSSDlcDAz3zWZ4n/Z60/wAU+C7P4i6HBcfa102O51bToXG+3iA2+YoVRwQG68gg9q43Rfhl448JSNaaxqEOmzkRSRSLdIoh34IR13AK4SROCAOcnHNVOpTqx9pez2sVCFS/s1rHcseMtOs/BXiWURXdzEUeX7I7qheKVlCglSDuBIOVXcuB681g29xpt5ay3x0HyLmPayXkbEbjkhhtXOScnOTnnjHSsbxRres61cyR3dwm6KVoY0VQZSucl3YHpnp2wTUPg/XJrCc3kN9JFhDGrqFCuOcjGGVvoQcZ7VtGhP2XNJ6rsKrXoqahTWj77nT6N4Hi1rxdp+m6BeWkV5czlGN3IBGx2ggqwB4GPuhSTjFfrd/wTX07T9C8HweF7ae3RFmW3hliA/00iPqA2GwFVuAOBt3Y7flPpPg7xdceMdOaT+0jeTXqpHYWtuDczSFlX5SM7M7gm7gc4HTj9cv+Cdnw/n8OeBLG3vrKC2miR2kudrl0jfLs6Kw2kOTu+UAFeucmuOtVnGULSv8Aoa0aVNxlJpp9D7w8I2TrZwFLgzJcgGDeh3OoLEYH8XT6ZBrpzaOsT7ZlIjO67kZlQDrwSx4+grJ8Ny22neHYNS1OCYFUG6JJP3kgXOMkdgGY4/A81R1v4gaRp+kXErvGLdflZ1lCpvO7dt6E4yRkA8DOK+gg4+xTZ5vI3OzZqXeoLayyRzXybxIqqqEfIGXIPb+Hn6Vlap4itLVfIGos247g+0OjEEDCgYD+5B4rk/EHxy8HaDFHcXCMXuQI7e5RQ4nY7VwuSGJOQuVUg55YDiuQ1z9pDwFNNJqF7qkzwxAQX1y8LL9mcbflKY8x84OSFIAx2Ga4atecep008NhpS1/A9C1LxLNqN26xieIEKI5ZvnI4Bzg5B/i6dAagvtXEWnrfzzboo5PmK/I8cfc85wT7DOMZryTWv2qPhsVlludVj8syskbXFyYWnjCfO8YdF8wKSM4Jw3y8nitrSfip4f8AH/gS/wBU0HVlH2B7dFhZ2UR72VATyp4DFuucqy8Z45ozc5O7u7GsqdGnBWR6ZoESyWE1vbpMUZSVUHAZ9w6seWwMcDGKsw/YQWRlghS0jkuLuckbI41UsxJ5BwEY5B7ms3wa5vtN06/eSVC1vudgoxu2MQAfvA5545NQ+NL670DTdVmgukBt7WVoY2gEg3ZCqXwMNuJPXhQr16cFBUOY5akqkZpIy/D+qxanpSSG03iZSf3LEE89MnGAKj1+MxWBuhbMV2bI+rHJ+prjvDvxF8J+GvCOijxr4qaG5ntl3y3KtI7SsinYFGecMp9SDkjAzWH4n/ah+FcV6dF0fVzeSxfNOyKIgEHIO5gA/wDCPlJ614tWsoNJHuOjGpDT/gmn4otLe6tWU2zBgp3qy52uee2c/jXivxTlg04RXVxZxuVy0zFVZQuPv+gA6Y9TivQ9S+PPgO80Y3tpbB2dA8EUurxQROgGThy5UEDqOG9s8V4l8TPjL4R8RBToekSR3MwSTdY3RMYwCSrZHOQeD75PNcNajSevNqZwhOnO3K2jzvxt440zUo5AYIkU/PGXViGBwMAAFj+HpXkvxAddS0W5KzIZx85+TaAoGeSRycDtXqespobXMMnkNp8qAN5L7mTB/wBodepx9T2rivGGhyT6FJ9n1SaW3iuW+z2SWy+UN+1GG4fextBJyw4/hJzRTg1L3mFVq14aHxj8SbS9uLiW3advLZiYV2bSMgj5RjOB0zXkugWDr4kzfOzW8Bbe7DPl9gCPc8D3r3/9oK2XT3uZ4Le5jUM6tdOuAf8AgI5HPbj71fN+pLPCFu4LoyEspwE5Q56ZPX619DgU3TaufP4+S5010L+s6JqGplHsLNW3tJudiAWZeoIPTj86y9LFvDeLb3afZgWyZlG6Njjjj8cV1x1Br7RS10SVuFzvZiCG9eP6+tVNa0rQrPQhK90XndFbcNpMbA4IBB5JBA6AAVtGqtYSMHTkmprqYGp30mqMLVY/KfcVXYw3E++azdWuYIvs9hLpKwzwFzNcAuTcZbKkr91Ao4+UAHHOTjGk4vDfSXNgSATjcRyB7HHSq/iDSYbeyebKliwbej8P657/AIVvSapySMqqlUi532K6Wj3C7GMW0kBEKj5jjPHbHFW47a6mdpSG3Iu48c7e5J71mWy3hXNzIdw+7h8EA9h+Va+ltDdPFHfIiQ7wWXbzketXO99Cack4po67Q9MQRQP9niA8v9+hOd245BPTnOBwMc1Z1nQ5ra5+1C4j2sQypHKflYcFT6H9Kn0i9tNQnZIY32KAJXII4+pP5YrV0ew0+71d7HzYYViXcWuJshTgkDJyQfTpnoaik7ysKov5jm0tWt4w4heLC7mZkyzH64x+AqjcRGX/AI+JVZmA3SHOT6YPT8q2vIs3nkjlut+1jmN1HK9iB0P0qrqNhKI3mis5CFbBQNnbn154P511R2scc4q5kXE3lJuAJPJk3t1Huew+lVrYTPcCZIlfnkMp2/zwfxNaV7Zu6BlBA2jJLrnHQcd6qizjWRozCCiDLhWBJAGcYHP61ViE9NGNFkrzm4uEaXzHPEpwDz22noM+3HFa9nb6fbMs+3zijgDnJxyf4Tx0x3qG0smktnjit1VUOCjkKz+x3Hj6d6foNwbm6S2hhUyyybEm3ldpA6ZJxj/PFC10Jv1ZcfTL2SwfU/sDxW4m8syLAxRGK5CE8gtjnHXHOOlZuqWzabcrH5Rh2YDu55HHU55Gc49a19XuNPurkW2nS3UxjA8xJD8xkA+ZvlPB+tYOu6i1xfSyeU4D7cwyHJcjoP0z36VShcjllFehi3KoBOgQsMZLlsAA8464qhNEPkMKqSBktwcGtK6ikEhWaTK9F6ZJPIH6GokEKygtG7sAQMH7rGq0S0E5q9zKFlNJ5aEggluM9B1HtTmtLmMkNC3EZJIUd+mSPetWaGO3tzLLGGVcGRh0P5fWq1wiRyNbyOUErI8zBsgkfdTH6/WqVugO7epnRERY3LuPBI6Gh5JbxG8yAbif4v8A62KmmhWWTf5WMdcntTSAjgJDwSOGPI+lGvUV2mQW6RRlmKDcwGfmH6nnNTqiRHcFwoALqFwfzppgiQFXjGfvAM/OKu29nPGn2tCkcrgkeYFyM+gOcn3pO1iZO+hWfbsyCFyOmKhS3kaQFYvl6NxkmrIskAZgx3DGcH39RTCmJNpYnPBwMkfi3H50O5SdtSNrUSITEN+DuYY/qajazWa3e6V+VbE0SjBWpZ5/JjKR5CnhwzDk/wBaqeYYnZih3OOucdB6HrT8wvd2sN/dIuXGFBJ+7+tNWGSZcqWKFgASwGfw6mllXzOshLdOPr/IVNevDbPJZ21yssLgfvngCvJxkgddo/nQk0xtNEUCnJMj4ycZzgY9hRUaDfPmKDKk4Yuv8xRTvcV2enakczG1aHbmV+AmMjkYGf8AdNVLS1aeUqkLbzjyxvAOcU/WZ4ZUVklA3klEZsgZOSu7nIz3qv5wk3xuCDgBF3k465J+mf5VmtdybKGzILmFrORxLblJAzYZsZHbj05/Oor6K4+1ySXkhmklUySzIgxk/MRgnjk9fyrT1CbT9QspbuSCVZ4WAacPnK9BuyByMAfjWCfOe88lpirMSGklbg98e1NRV/dGrtK+po21owWOP7WykktyjZGePTqT2wOlaTQO8bult8x2gAPyMAjtx1BP4VnwAzTR3TqY+QI9pHXHPXr35FaKtJBMbqGWSPyRwyk5BPyjvhRyT6VSZGkSEXEsgeKa3CQyFN7NKPmZMnOQMj73455qJ2luFMZGyJOpO3KZPGPXoKijWCGQyho8I2VUS5DewyvPNEj7x5cgwhJbC4znkcfnVQWgXaVxBON/DAAHOQoycDI+mKbOEaKA24lzt3TRtGFAb5lwBk7htxyQOTwBjNLpbadFdx3Go2zT2yTbpYI5MGVAclQ3bP0qsLlXuTKAQNxJXpkHtmhrW4Rab1Jo32TLuB8oPlC69CFxk9/6U+NpCwDYBY5yQePekQxpJiMnBJDI/QD65p8kqMDthEjkHblsA8cce3Wk9XcpJ3sPs4YEfdcBmjVv3jKRkkYB24BGccZ7H6VHNHJtEkkKAkjLIQVJI5A/lg81ZvtUttRtrGC10WCyWwtRFdTQ7ibtskiV9zHDYO3C4XC9M5qrNdsAHEkm1BnymGc+nA6j34pNDuiNpFeVUJ+XAcBcDpyMc8YIBqG5lmaJVWQBpfmk3EvuOc5PNWrWW1RZpbmHzt0bIhEmzY5U7X4BJAOCRxnHUVUSCEsbqWRg+eEyQRz1/H8MZpcuoJXepksCZmIUku+X5xjA6+3pVzT00u8tpBdTva+VCTassW4TPkfKTuGwYJ5weQPWmSG4jLtDKsaZ25xncDkEf/XqK1b7PtZcZBJGMkDHuD6AflSbaLsmkdb8Lra/ttdW5uXFvBFayPLMXwEXbwC3cscKMcnNegeE/hRJpPh5vEetNFKNks+U5E0asFcgsSA2Sp2jkg5rjfhNdrq8svgjUlWOO5MZF0Yy7IvnKxAC85JBIOehNfQ2i6j4Ng0ZdM0Vkaw0/SRFdPZT+dMZy2Id8LuQjIWZvMQYIOHPAx4GYVWqnLbdHs5bGPxdjyS70n/hIp5dJvZ3tpJIcxtAqJ5aAgsHG3BA+U5yMDgDgCsS78IXHh3VI5dWtmmUNtjNwSyyIWBO1mPP05ArrfBtlqHiHxNZ6NHLDcwXLyKyhl2+ZubGCgJBKksWPAz1xX0Xb/AP4deOdEii0u2vp9S02z8670LTEH2+1GM7jHLKvmI4KnzoGdefmUVx4eM5TcUz2cRiKFG0nC9meT6N8VbqHwdD4ca3WSWyaRNPuEhKXA8zb+7+QgOi7RgOCoycAYrzjxd4r1rxzNJFqOpQuJuSTLjYRtQcAfOMKBnJyTzyDU/iHXLLStcOnHRmtogri4lY/vULIT82RggAjgcYOe9czrLvpDjVdPuobmOK3bbzjHzcODyGYdAp4wKXsKkJ8kt+hvTr0HF1KS338jQi+F/iC9eTUND8LC4g8gRXiNcgPHJs5lUkDaCcYUcYXGazda+FWseHdt9JbyEW+4necjqSRgM3cH0zmtHwd8Sde8PaMX85L+O5kKXFtI5UgKcBgO4yecZPFbE/iS58RhLi0tY5w8Eita+dgqSQWYbsY6deOOnWtvaVqb1ZhClGpO9tvwIfhB4+/wCEF+IVtrbeFbbVZ0RPKs5/NID/ADcMEIJHGSjZHHGOo/aX/gmX4f1m4+Gmj6l4o1WK5vtUvbi7mW8l2+aiJIXcyLwoXchwARl+CAuK/GXwh4e0+K4k1bW9Xht7Z0UyStI8jKu7lSMhioGRgdc1+yX7A0f/AAjfww8NWTaruhttMljsbqTEc62zSoQksY5Qsu5BuwTtf0rzMTyTxUZJbb+h6VCLjhZK+r/M+oPFOoeINXs4dK07VLWwgV1W4urhi8iq+GO2MDJZlUcOV25GemKntPg9bDTYLjxDrt2kZvxBcRRSpvmZgfkHBZSrbi3l/MwGAcdHeI3nt9VfTbFJGcyrd3cFuyIqqzFg5Z/lAAU89Bz1JxVDxnrnxIeW2sPA9vZHVr5FaLVb9ylvpMUkaSkYG8uTFncFKnadgJLHP0dNq+1zya3uQXL/AF3udhN8MvDQgOoyeDoYFuZf9DF+pmMpb5VZIQ0gVRktgluBjao5ryz4n/CT4R+L4pPCGtXtv9suxve1s9OVXilUB3PyFXjTA7kL2HmHgfnd+1ndft3eNfF/xW+AP7RGseJNY8fyXMVr4PTQPElvouk6fEZS4uZIjG7XME1t5RRS4CMzA/MleW+Af2SPj58DPAWl+NfjRr11b+O/GPiyC38MWdprmbiKPfi5VpInyf8AR03eY2NvlYHv2SyvFV6LqciUUup5Ec8wtCuo8zbell/W33H1B8WNI8B+DdZfToNCl0+z1JZGtZbVpfNTy9oJZ3J5+YcHOeTgEGus/ZW0zxmdZsfDB1Sa4tNTlcyyvKXS2jd2DFQ/8buQ/sy57ivKtO0/xlc+MdZ8ALqMt94es43jtXuECtFMSTmWUkHePlOHdti5AweD6t+yXqV7pmpyaNBdPcRQXDrFJMvlmGItKUDddykLkM2CwYsBwa+Up06lPEpN6H1+LdCvg1VpJ7dUfYvhd5dDk0nQ9Lke3YqWhZlHUxlB8x7gh+nA75FecftJfEiPwd8LtTuo7Zi+rwqsTRp87gyrsZFzwCFlkyc4VBn5iK7HUruW4Gl3V7v8tbWOJYvLIdwxV5iR0Xc5YkdhgZGePD/+CicV7D4Q0zVLhBBFLbfabi3BKrJJujRQCSWIWNGkJ5G1WwBwa92pJxoy5eh4tJKVakqnXc+ONf8Ain4jOif2Vd6qFt7eYzLaC5IXzNpUjnI3EktvbJyTxgjHpf7KvwN1/wCNMs/iq90y41FZLlYkd/McRFgT8pd+SByeOuMKa8C1WKHxV4nla4vItNtbS2M8rzjMcCDA+6v3i5wNg/vheTwfWtJ1v9u24/Zqmvf2a/DC+FPBFhLFY+IvFLyKmp3aXEsiSXQOzzYYxJ+7Jjy6h+q5wPNoYeOJxMacVds9fHYylgMG5xdmur1+4/Qfwt+zz8JvhdYf8I4dCspJ8+VdLc3Q+YgknltzZxgY3Z3dgK8z/aC+G/hLQvDv22HQZLeVkZ5UKRK0S7gVLfh3HHTBzmvyp8Z/Cn9ofxx8X9P0v9nPXPGeo+GmsoDf6x4qvLWGV7tyv2h40iJkiiLuoWMs8pwC4+fYPbdEtviX8LfjD4r8Ar8TNX8R6V4USG01TU79Vlje5MY8wKTn5l3BTGPukEZyterjstxFPCOTgrbb6/ifN4HOMHiMSoe0fO9dVp+Bt/E+9Gj6/daPZSpGkrNJEssjpEEIVssFzuHPDDkHr0xXNaF4k0htNfTNamjlkLp5U1pAdqArtIc9GGSOCe4HYVy3i7x/q63VxYeJLhhf2LiAK8K7RHKhKzJ1H3XOQDlWUHqDVnwfqP2m2W6vboCaGJwyMzBi8ZUeY4/2snGfQHGea+bgpRp2e57tWLnVvseSftNeCNM/s5ZbRAsoLf6Rs2kEMVB7fr1r4/v2v9OuZIzCZg0hBYJ19grcg+9fZ3xz1qyu1aLUoVeOSZlgVXIUNn2xnnB56V8e+PrG0tvEU8+ibJ7YNuQxzbuD2yBkn3Ir2cuvbV3PIzFtyXkT6XBqNveT2U1j5ZeMOI2/jIGcce3rUd+keDJa20JgfKyQSH7xB57jvV/R7iDVNASe5hVVjjCBlOcNngHnn9fwrA8RxS28SwoszIF+VlQBSOme3f1NdELSqOOzMJKcaSfTchnadrkLaF4BESxjRtwY4rMu7ma4YvJdKH7LjG71P4U0PqNuPtBgjCLgo/m7lOTjPAFF3p1zfSlYggSQZUKu7gdeBXWlyPU5XJTjZC2sFrEhkjjLOeNqoVIJPc47/wBKs2E16suxoSM+o3Yx79qSZ47a0W1s5pn3D5pBGFBYdh1P/wCui3t4ZSogkd0ABLKvLnv349PwpSV76BBqLWup3HhTWZwv2CMooaMbmlXOzB9xlx7Dp2rY1BTc20ckUMDq/HmGJ4ctn0PLcVyHh6aGRktyjMwfPmMpYL0OB1/HFda8qOFhCFwSNrxso25PcZBx6Z71NOL5i6zckQRW7KyxrLG7M/JViNo+p5xVx44EtTBKGmhwxVRkgnHHOc468CobZGnjKKFI2ksAFyzDjuc1ce4iW0HmwkyAdOM++MH8yK3vynKvh2Mo2N4zulrkSZCqfIJ5x/e7is/+wbtbkxzMx2qeC5weM5wOeDWvMZIpUuJCoXnMjruyAcnGR2FRT3qw3b6ml2ZZIiAvIHJHJznpVRuYO0U7GRcW0kK+VCHkfAaRvKIAz26AD3zUcNzds5a1YqFxlkG0lc87e341an1S8aWS6SLYzBQoGemcZGM8+9OtLSW7C292ibiQHZjkDIyfr+tWlboYu7XujU8lDutrd4XIY+XG/CjP94jI/rTb62jnja6uFA81D5e1xuRR2ye/vU8yHSdTKRxxuz27R4nhEgCspBwD0PowGRUN1DJbShDJksMtCvzrnggAg/yq2rMbTtuZ1w9sm91VRkBQhxuQd93fqeh9aoTW+6EEMEjhckHAAUY/Wt0Wcd5F5MeMEZYCLnr6YqjcWUsSyW95axDfhVBkzge/19OalWSTZGrTbRllpZ7cBovlckrmM4z1zVa6VYE81mdmIBDN65z0rQvILhJcQryTnKJkkY7DHIqs8VzcoIpo0DE5IA4AFaLRWQ0kzPl8xZGd88+icUIsiMFAXBIODwP0q/NpkkP72NSYiDnLVWeO1jjjQIobJLtnJJ9AO1O+tmDSvqTafZ2SJJPeXCR7F3RlIwxJ7DtWfNdrBIVQnLdcKcE/4U+SQ3GF2/dbnanJH9KhkMUMwDr94YXJII+vrz6UmmnuO99WiVpiYigyuCMJu46dKYux3BnJXrt29B9aSJfMUtIzHHGT0Aqe8itY4kWAmXcp3HOAPaqSTehnLXYmWNruKWPTraMJF99nIJz05J6+wFZVzkAYVsj7wJPNSyM7bUijWIYwwB5+pHrVi10+W4g+dGMbj5Wbp74PpRy36ijfZmY02E4tlDKPmfcSCfoen4U03RNurNGuckNhRVu9t4YpJFhiYjG1Bn73Oc9+9VbneGMkcYBA4QjOBQnG1i1zNGnqGhtZeHrDxHLfWUovd+y3t7jfLDsO394o+5u6rnqKKx1kZk2srAM2Cdw7UUkpLdgrpL3T07Up7nUvL0ovm3heWS1VY1BDPtUgsPmfhExk4HOACWJhS2fyyBtH70nczY4B7/jTHlSCYzNMd0bbgSvOMcj8OfzqxPGLUCC/jVGMYIBXBbPOcd8DH1zStdmKbfyMu4SRhIIgvm+aNkQh4ZWB53gjpxxjksfSqciPFKkgAySWyTleeQME/mCa09Ut0tL5tsi+Z6AA8EZySevNQ3Vj5FmZXfzQpwrgnBOdowew/TNK7uaxdiXRp4QyN9kyw4Zn5x7c9auXEqSTZ8xgzg4G3JzgjPIHABrEhuG83cxJRRw2wYJ9elacLG48uWSeIhyVG1/ujHJ6VpHrYib11Jy9sZSYIHA3YjLvyAB0JwB1qrdiynVUt0YkE4kVMlhkAZ9eBgAY56k1Mot1jafywVMuUJY9T7dPzqK7iaVREXUNjJYSZ4HOMLnBOMY/lTbbWhKbT2K7CIAFGdXBIKgn5h7YpsEUkUD3MfIdwigNjnqRT4zbLN50uGMZ+QPLjORyd3Qc+p5NLPFL9nRnHIbLh1+YZ6U9G7MpSVttQW32RurneQVGNpHJPr0pl1LHHI0cSlgMfeNKyeZbnbJuCISy9cKPpx9afFE5lC7UJIwVyDtA4HP05rJpJaDUk9xD5qRbQRuYbl3dOfQ9/qM0x3dyExlIicgEZORQ22C4aOZ4wAvIXBCZHHTr9O3eooo2ljL+bu24G4Dpk4GSKWyuUk7WQ+wklspDK1szoy/wPj25IzimTPE05FtbBcAn5mOOnXkDH0/Opd58wQJJkMeckkZHOcDqetVp5JFVgk3mFuWO3Cg5/lR8TGrvYq3C3CgEoflXDE/XpjtVRQZJlw5wCSAWzj6VbkaCWQ24TcAuWdm7f7PYZ9OKijCSyqTDsG4KIl4LZOAB7mloPbRnT/C7ULLSdWvdUuraViLfy7eRV4SSRguSe/B4X1Ney+JJ/DWpi0NrtOq3Cs88cR2AMqkZDe/oTjmvPPBHhSXwpoGp6zrukzTX7TKbOCR9xjMburk5yM5AHsEz346T4Za9JrGuQXOtoiRlmCzW5cPGSD+7OeDtPc8HGB6185mSdablD7J9BltRUlyvW5saFpuleFNY07X/AAt4ils7hJ43kumPl+VFjJfaf4t2QCOO4zXY+N/2nNZ8Z+HLax8W+GdBubnZJJBqa2YMskTNjHlM5WN228vH5RbdkqeK6r4sfBO4u/Ac3jHUvDdrrV1LajydS0tooZbULkM5VSRlhtG1eQR9a+bL+4u9IVNmJBbxeTIk78OgXjI5BJGCMYIrhwzqSja9me1VlRqe9ZNL+uh7V4B+GXhX4rX+q6PNoU015ELeWwjikZ/mXc86Fzy7GLYAOcbTkc1V+L3wc8JeGPBx8X6Dr1mxDC30+2SKQyI4b5iwIxnaCNoOeSdoHNc34D+Ifi3wjMnjLRnurHybvzoL63bBRMhUYjGGHOcYHpzXL/Fv44XPxE8TXWo+L/Eay31wC8199k2meQlesanavGTnoduMZNOnz1aji7tr7i5xVKlGqrRT8tf+GOZuba2klWWNBaEI0kvlyFgyDkouMgEHcffdSNYXEOgT6tpiOYV2JdP52GbcXG4E9AQQCPaob7xLp2j3zsLONkUBYZLc4SVSPvHI+h6d6va7Dp2opY3puHha3wohQkLcEKCDkHgjHavSVOcUm0edKrz1GoyNjwD4qfSdZ0xNQ0GQRJBvvDeJ5rySE5LbQF2DcSAA2doGfSv14/4Jt/Gfwx8UvBcuh2lk0Go2TW0V5atJn7QZd+0q/bLsxHuCD05/M/4f+HPhJ4+8E3Z8Q/FDWLDxRYzgWcNtZW91bXsrnaEMy3KqFUd9uRz1r9Ev+CH3wOk0XwfqXxW1W9F0mqahJaaRcI+DJbWyNJK6r1X97JgbgMrEeCGrzcVCNaekbNNf8PqelgZ+zpSlPVPb/I+9de1S6t9Yu7kzwOuoWsKDzI96rPEroJCMYZcH7pGMuGI4qLWPGEfjCf7DqMrQjTkl8qLYPOVmwCUxltwI3D1Geiit3WfDUevWU1xDCghmdpriGAYEce8BkUk5BABOe+SegxXOeKfCEdrF9oj3GKN9sRilIljUtgbw2CPmIAB65HbFetKFVx3OWjWprW2pm/Grxj8Kfib4ct7X9pn4b6L4lm0u3Yrqd8LqxvLTaTsKXMKcb1A4jK7jkbSTmvC/F/hX9mG51I+Ivht8KILK+uEhmn1Wx1W4up5VMbkKtzeMWU+Y6hjGit8jcHcWr1G/8KeKrkK9n4gmm8tvlgntQ0cXODg5Bz275rkNd+APxG8VTCOXx1NBAZS7uYTGpOMYURgtg9OeOcYxxXHicTmlSLpuT5eiNMPg8no1PaKEVLufPHxW16ew0rS/gx8M7mMaZHciW5t1hzcyk3Ekx3ybd0imRyzcqpLHjC7j7H+w98I/FNtr134m8Ty/6He3r3DwRgzFVEbQRxB9wEkhSN2J+6pZl+6uK7z4b/speHtH2a7duftlzDHM67JJACCRGqsuedoJYkquWKrnBNe8+GvAWn6DoL6ZZ2YMsgjUSgbViTGHCgbiWbHJOT82cnpSweDr3U5dDPMcyoSpKlB389jmdU8PtPoV1fXEYinaBhbGQja0eWyf9lF3Es3rhe9fNn/BXjUY2+G/hmOeaU+a2YYoo9piMaKg6LuLSKGZsnAVn4wRX1T481ANAll9iijkngRC7S5/ciTdjavP3VboRnkmvjH/AIK5eK3Pw/0iytp0FzbRO6sxVPnaZwzcDlm8xiSMgAAHgYrWrJKlNJ9jKgpOdOb0tf8AI+F9J8cat4J8YWni7S9TRLmK5hlR/lZd0blgSrqVIJIPIP3ec8V+jP8AwTz+O+t+FvCE2n+HZoNX0bXJGutZ0PUJE/fht5kdGIzGpZmyrb1IOcdh+Z/g7w7qHiGKa4RJBDBOq3UxA3I7MwUgHjBKtwM8DkCvqL9lPw/8Sfh8iXmjauUAbfOL2F4icnGA2F4IAHykdelcFOc8PVU4Npo78U6dXDuEkmnunt9/Q+z/ABx4N/ZWv5je+Gv2cZPDN40z/an0Hx5e6fES3/TOynQIfu5wELY9Mivnv4qzfB/4ceGzaeAvBNjomm6UqxaLoekB2ggbdl5H/ilZmAbLnqM4YnNeqTeNfG/ieFX1XwazTy2/+jG2nkdXBzjK5AwCBwc9Otc5e/DTUfGlwYteVIVhVWQTtuOMc8BQE5GcdaMbmWPx3uOV/wAjDB4PKsBL2saaT+b/ADPgj4h2eoeJtXfXm0loZLiQ+Teyy7gEXgZycDJJ5wMngdK2/D2h/wBi6Obp2ZZJraVpM26gYLZDHJyeAK+ufEv7N/hHS7Oe+gRri4uMES3MO7Y6AhcBiQwGXbjpuOa8U+LWg6D4SuLzS7uOR7u8aNEVgGuH2jc5P8KHacjdgbcD0rNU5wjaTN6mJjXm5wifH37QeofYdPuI4nYTxySJ5ci4/eNg9/QY/PNfNFjHDf6tby6jb3EkM86C9WBUQsob5zGWG3dtBAJDDOMjivbf2tYJTdW+t20kajz5QsSSbhg45z1fp+ZPWvEdJkt5bqOHAV92Y4iC2H54GfujPXp1r2sL7tC6PFxkubEcpPMb/QLn7BcW88NtOnmQC6UlmiLMFYcDHTGRgHHHAqDVNTsoNHi+z6hG9wjlJIpB8hXqCCeoySCOo61c+IFpf2s8eqTwzTwzIi2ziQjyXVRuQjsVOeCO5NZGsPZ3FtHfvInmOpRkBBI6Y4HOc8n9atKM7T7kqclFweyMe/022haWVpRK8MpD7k2Af4//AFqq2kksduZ0lPz8EsODz0AAqxNrIe4ZpH86RuEVtuMAYHOD0H8qm0fw9NfzGbVrhY41G6NcnGefQZPbp0rscnFe8cUaam/c1ZVvFjms2Z23NniJSep569Kh0+3voYjdXx8yIOPlQjJ47/8A1q2vF2qxJrEraRbyTW8Efl2srWwiaOPAGWRCwByeTk+/JrI0/UPKzGI3Zf4kLcZHrxmlDncLlVOSM0up1PgzZPffupAgUDaACSo7jOeDzjPvXZ3dntsd8ULkudqNuBP4Edf881574JaS01DzXYJ9oOxl64GR83SvTLwfZ447eGMhUQhSVXaf9r0HFRZqeopzvCxlW4uHVHTcsinDEnLbf9n8avlpZgkuBGxb5mJwV9wD/Wi4tbi6kUSNE5K5WMH7oxz83tinx20qxbWmdQpGQ6qRjGcjPb8a6km1c5pJ2bRXuLOJZnMZi8tVLENKRk/7uBz39Kglt4jIFW3CtyqqELqPUnHrV4iVblY4p3DtwiEgI4OOv0yalisl8neFAPIaeKYMckZ4pxTte5lZJ2sYF1p01ncNDJa7sEOqSc4BHsaj0+Il/OkjaMO+EeN/uj19vStuLSpbklryaM+Z8y+aMA47e2cVUs7V4LvzIrVQyZErDkfl0qrslxejM+bw6iXZmtEUxuwVXdzlzxwBnPHqeTUw02K3mIlnxI4IcKDhvy+la0tvEoaBYEO1skvJtyf90AdqyY9RihbZNYkOSW3FsY64I/CkrtkSSvqyNZG+0O1vdHy2IaSR02kMB6Vl6rLcqCu3c24k3ERO05HAIx1960pbw6rFJp8kiIGIAYKp7gnkc9RVG6Z0JeZXZ2JBUgjnPBwKadxWSRnCNJPlccJ0RCW2/iOKfcwAW/l/Z3UEffbKkj1PpSMokgV1aUYDBd3Tdgk+5pyh5YXtwjSu7YG4847t71d+ViV72RQlhi8t5oHyMcA/MfwrOmXzlLElV6E4Iz+lbs1hGXedn+YEcFuD/Sq9/EJnaNkACR8HoAc9KaYKyvYyPLjiQxLt2kcNk9Pb1qlJKskhBBPHPPfp6+laaQoVJijZ26s+7GeccY6VG2mOszTIp25OfMc5xV2S3Idnr0KqoEgyGKjafmx71GEZmMBAXsuccj6dquyW42ttZjJkHhcnpn8Dio4bA+YspdEUnKl+oxz06nii62uGqtcqxbJWLQxsAB94kH8Kmhe9mdbO0Dq207BjnoSc/gKsTG3iBEsXLcbTk4/CorhopLhfKt8E4B/2uPT8aVuXQi4xDbyTGFkyxUF8Nxj/APXUuq2Ecm0lSvy5DDIq3I10IypmIR3DMgAAZlGByOenaoL+cG2ZAUViPmKjp/Sps00a2sryMRXV5PLWTI7FuP5UU2ZERjKSZOfuHgUU3FNgpOx6Eyxy3Uk7sSd2PKVgSPXJ6VYjd7iU3MY37sKnmDhR/eIGeABz3qK806fTrnzBfLcoIY2OxChV2TcyYzzt6bhkHqOKjtLm0TzGS4eMxqB5bgt5gwS/I6YB7etVbSzMEnZlbUi3mFppyOqgoucnoCO3fOfQ9BVi2Ed5b+VP8gCqC+zJGDjgdP8A9dVZoZ9SnN1YRbgu/K5+Qd8kn1/pTDvtrPNxcx/OfkVDll6ds46n0qdGaKLlEZJG9pcSW1tbhfNGxDuJyAeTnv8AWrCTKlv5kSkyeZtRgSD7nPGBiq1nbyXZa48pJGjTe3muB0IB4HXr0P4VasUGdxcrKDuLlQCOvTI44/lVXTtzEyi07mhG7PZSNeRo4jfO1Fwep44x1NUpC0lu4nQswxu34IGT0/Lj8Ku2du1za3cZY7ig2LEDtB3gHGOenb+maq3Cy27KyQhl3ENv5ztPHTim1rZCu09tSta3U9jIssCp5hUgPKisFzxkqRhuCRz0znqBTXIcpCCmUACJ1bAOeTyTVi9tN9wNswnQgNuKbcHAJG0gHGe/ftxVRvt0nmSunAGQCcAc8nAHTHqaTHHfYW8vuWlnYZOAVbacDHHPb0wKekqv+5CgSSgEsMMR/n1qs9wGleN1w6uBjccnjnAxzUiI1uNvlAKXG0+gHXnrS21Roua+hPfTPcRMLllkm+RAUQAMAqqOcc8KBRqKabDdM+mXcs0WFCedD5buNoLkqGYAB9wHJyMHjOA9Vtnjd1spHnLBkcOSEUZ5PBPUjnIA96pzTOcxRkKFbsoyPxPXoKlJEr4rojuHSSFiJQVRtrIEGcZz9cfQ0pvoZrCTTLK1UC5lV8OpMgC5wofqBnkgjnvmm4Zbp4/PJVR/DHjI/GoZoxLvO/Yq4Oxc/Nk8U79hpe8VwxiLyspU5xnacAVoeFHsIfFelXuqOUtY71DK5Y5HI2twOACATnjiqS2zNcq3nfID1HTOPeuk8DabZ3F7MqwR3moXKpb6ZauDs8+Rwgd+P4cjGeNxXPANKd1G76GnxtJHtWj+JdLb4aw6V4j8NLfPJqDbCk7RvDL5spMfmYIjb5xtDn5twPTOOC8WSWOj3K6jY3cscstyn2aCWVTlVfavmEEEEDJz0J9jXSfEzwd428CifSLiK6utJvYN9rcXkSR3EyAhleRI3ZA6liCAWx2YjFebR38uq6rFbQWjPmQMY5CT5hHQZwT/AE4r55wdSTt8Nz3MM/ZpN7voe8ah8eL+x+FUGhv4g1J9S8kxmeC8H2dm3gqCiHOc4xJnd26V4RrXiHXZdQW98RQ+bJNOzb3IkRnDYZmXJB645POexrstGg1+bw1NqGipeSJbXGJ5TCJvswGNrsMnIPpzXM+JdUQzi4vLu6uDcys9zK5UMqKxIOFxjC44zzgY5rOkoxrNPX8z0fedDmird/8Ag/8AAPoX9me8+H3iu1tfCXimSJbvTfNif7TN5CvC8jbFLfdOeqk5X5QMBSDXj/7TPw3+G+n60LjwhqUaQQSPHPZxWssbIuc/NuJwxOeE+XrXQ+HtIt73wld6roesWF3pl2ifai1sBPEY2JTCuhKEkDJVhv2gHOAK8s+ImsXE9gYdfu2NxDLiL7O+cr33BsFT04wPXrmssPSnHEXg7a6muIr05Yf95q0tF0RytjYtMqPDeLLEZikqSK2B1A3enqPpWlaXOqzRtpVxZzQQWx5VYnBAzzz3BH6Gs/Rnhm1gxSQrbK3ygg7ieOfT5fYHitm4tbg3gmi1VZULASTNnCkD+71bjPHFenUnKMuW559CnzRVRKxY8A22mw+J472+1H/R2LHyop9rEYIAbHK7jjHGcHIr93v+CQOv283wj1GysYLf7HoriVmtYDHHC1zbsirsyfKC7MFevzrnktX4b/B2z0jV/itoOlQW1lYQ3GprBPdXErhFSRtpkk3ElVjUluMn5ema/XH/AII//GmwhtB4Ll0ltPgsnSSC0hlOBAZJADGGO6YEkEEqzfODleTXFi4y9rCV9EdmDnF0ZwaP0qj1U2lvPf2ETNOp/dqItpcn0HTj8a53xNcxGxmg1B0XzHWQSgEbvYnpkHtjFZuna/JJ5lxa6gPtSyGRjJFjzowAA6kcBjuUsO2RxzUeuammq2TGaUHyo/733/UeoNelCvGdHzIWGmqt+hQgvYFkNteXCZRSIULYKjnBB79c49aLHVktLx2NvEsRjUeYylx5megU5LEYyWJHJwOBXN3E+sXOsRQwhY0tFjHnI+9m+QBmJ/2m3EDsPzrZ03StTv3JimXYTlGYZZ2z1C9DnpyRXnfWeepZLY7auE93mex6D4d1ez1C7i0zT7ddxw8808pJJ/uhcYUcZ5OSe1b+p3v2C3EFopYqjFcv/EfvY5zkjAwB3Fcv4e0y8soBPIobedsdvEM8gjJGD79upGBWv8VtRtPhn4Kub65tXlvoYFe6JcRBUaRV8nJBYl5dqoO7KDgjdjrU5ulK7tZHz1SFKNaMd7nJ+NnsQx1M2o8pCtvCiHgZZ1LKFOSPkIHbIPPFfAf/AAV716z1fXFAKS2sMyooj3KvVB5aDqVBRzu7nk4r790vwzqWraRbT3VvHeCaGO5cwHb5jZHyxrgkhEST5sZG48ZJFfm1/wAFVtRuJPG8uj3OizLdQSw2duqQhQVPOCwwCxc5zyRyuflNefXpShFW+00e/hakKjaXRHiv7Pd1Fd6nEjNO8v2zyY7WK5ERZDgkkgfXg191fBWO10uwhspEWfZDIRdKojQRbhg/N1LNgjGOpORXwh8JLv8A4Rr7DqN/fSODMZpp4CM9AFYMB0DZHHbmvtT4F+LbG70QTRlIhPv8xDPkqwORkEnLHb0x0xzzivKxClCbN4WqQ1PcLSaGeFbi101Nx/1caHpjCg8jjNOubyOxguJkliHkZDqHTh8YIx1J5PPtWfo8sX7qeEbzMSN55AOB09TUHikz2OipcRXihAZGVRjcSflJY9f04qaU7yuJ04tpM8w+KHxEu9P0+W3F7EJobTy0nwFYID5n7v0HcnjsDk8V8wfFTXNU8RxXF5fXTI0e87kU/cJz8x+87biBuYn06AV6X8YtfXSdXHn3qi5ecRsrIv7o8fOSc7cfeyR7189/Erxuiwaha2c0otS5aK4CbTJH/DlT8wO3B5Oeegxirg033bCb5XZLRHy5+1nrE+t6ppel2ErodPjIdVO4GSQ7/oeBnjgbsHmvMLTSbmyvY7hIIWeJy5VidjEg9TkD+ldJ4vt7jxN4mu9auk8uUStI5ByRn++1ZDahcG282RXSNl2kFflPPUEenUe5r34XpUVCOtjxferYhzmrX2GS+JIXjltrrzXtZP8AX4GCO/Ax61yetXZnP2SwUeWTmMOMMc88fyx616Fe2/hTU/Dhma0lg1KKbETJMcXCYz86kEDHbB5rj9X0nxEsUcMt+jJdg3EcirwxQ7G6D5SpPP1qqDjKT0tYWJapw73MGx066a42piQ71WJuTksQBknoOa1rm81LSLB4LmwcmF3hXbN/qn74UjOOM5HfFUF1OwhT7BCs7Sr80xRiAhHGMdSf8aiuJrzX7iSaKBsgf6yeQhjgY254rt1k9UcXw0rp6vsZExvbh5LiZc72/eAMfm784IqeC+tvJHmIM9nEnAHtUV/NcQmWMQoCAC/zD+h5qqHnmcoNgwwyQMc//qrpcU42ORTaldnYeCLmyn1pVup/9WuUZ0IHTJ57/jXqSul3amFV3RK21XJGVfqBjqOhPQ1494TiePVg9rebt20K8a8ZPXrwcf0r0YG/t5/PSTKA/wCrkk+8D157DvXM0uc3crx1Ogt4kRHmVHyxyHbJ4JxnHYfWiKEzxMt1cjg8MW6c46CqunJLcE3DgspOC2OTjt749qtyqJLcym4CqvCZbt9cVty3QKcWr2EEUTSyOJBlmJJU4OakZh9m3SwH7vJjHUg+n9arWtpdXkYGT8owjFx8n5d/84q1p8E7B4RGVG75GY4z60crvuZSnKUiv+7u45BEpXJIUgZx7YP86r3EzWbjy1b5lJRUGDkY9v1rRMMlo4d/lDnaCwyBjp17nNZ18ZIZyIyUZhgkDazHtk+3saI3ZlKVnYxNSuZwXYzKrKyjYBgrnnk9iayZNQMr/LkeXnCZ5Yk4yT7DpWvqVqkaASfOzclR09O/3R6VlyCJ4mSBSSkgWSQngenfrWsUjJuVypDIxmYify9gwCvGT3x6c/nVuO8guIkEyAlVBM7Kfm55z71Whslt59syqC5ODHhiD3I7GpiYoZwLSXcByxI6+x96eu6Fd9CG+ht3kWWESYU5BAAIOevFPt4PNR1WHeqY3jYeOvPNKqSySFGi+QYJ3DnB71OqCMtC12Ytv3SRgkjuRRra5CaciGeOeR/JMOQVJJRtu4jjHr+tVZNOckRrIMBPnbBJBP161fmt4rYGVJkABByRk/zqhLIwIVVLjPXuc+lPS10Nt3Hf2daWp3bUVsHdIRzyOuaZcQ2aMJbfLHAHzHAB+vepbdkEhluLfdvjP7sdv6e/FVrqdQhCyfIF28gZJxwRz60rdiVLXYz9VRPNIA34GTg9TVXa0iiR48Z5cZPOOwORWiZY1lKTROTwMdBk89aoyiQhgjkEEsNrcA1cVdmjS5dUR3lxvBjNpFEzr92M8KB0J65qONkSLyykZJORIE+b6fQ+mKfLHbyXJXdglsbVH9aRtMm8iS6ji3pGFV5SQOSMjAJyfwBx3pu/QztHQkiuES2VEBDNxyO3tWbqrO0xlRg2SCS449KtTAxKR5hL53ZIqnqUchnCGQEbFI2HODnOcd/6UKKRSk9miJUWRjkGTyxkqoOCKKhjmiAYyOAWbgNj39KKL8rsTyX1PRb+6t5H+zQSBUG7JCdcnJOapoiIqRWoOJPmZFx0zip5lEwZ4+eMqrLx1wf1zTbdlEgE2NhfYGV+gH8q13RmnFMgtVkt97AFmMZ3AIePpySKPIiNkBPIobggYbcO5JPTH1/CrrsSz3FskiIrBAAw9OpqvcXEdqUNqzLJg+Y2M4PY8+ntUOKtcSbexDA0MdwqgAR7CsihsF+OBz05wfwp1mjLJHMqDcDzHjg8HPJ9OvIPOPSowqRysyybSOWCv7fr06U6zmnmYB5VKu4IYAKBjp0ouktNTTlbdmbPhw3k5ktYIHkaa1k2HbguNp+Y569Og61AzpcL9ljm2yFdoY4AYdTx2pdA1A6TrkbRAgRSE7yCCwyQeoyTzznkZpLuz+yap5I/dKg2upUElhxmmmrkNST0ZUTZHMyzbTtPyIpGF68DsPSqV3cKigxXhkxyxbr7n09au3IjadkMUrRo37x8YJ9hnj86prHI0T+eqxhfvKWIA9OePah2TvccJXW5VhEd5cyTS3DIS+1Cc5X645NXBDE/7uOPKsQCXORn69vxql9uEKlzbqidVUHnnjPtV22vSIms/Ml8hpA5UuxVnAwCR0yMkZ64OKmacncpNSepITsmkls7mULKNrLnDMOD82OCCRnHTIFRRItzK0aSKrYyGLKoz9TTXvIITtCAtsOcuQTjkYP41C97AlzsQtg7SCwAzx04+pqUrbserG3EBeFY5HJXcScS/dzzT7aK0ih3BFBdfvZLEHPT8cdqZc6lLE+WtuDgEls8f/X60y2luNQ22q26sXlQId2CCTtx26kimk7BuaGkaDea87LYnKwYaReeu4Dpj1IH1IrXmsP+EG8S22rWF08clskN5YzNDwZI2zs64wWBVq0vh5Y2XgWaW+8VzLbpc3gUXLRncrxC4jYJ6lbgW+7HIXnoDWnf+L9KXx9pj6ZqFvqtpb2ypLaW8PlLInyloWyoVtw68YG3Oc5rnrua0epdG7ldHa+MPjbpXirwCtjperW5sIlItbS5tGT7OWJJQFF3bwTwehGf4TXkd3qMMEj6tZ6fbXUfkPFDE7MUkkI27wImGWUnev8ADuQ7gRxW54ktda0XWnmTQY7YWjLNa+a6SLsJPJA46A9CRxxXL3N/rj2eyMm7imdhaPB8jQsGJcKq4+Uk8815NKCpK0fh/rQ91J1UpJanpHwl1S/8Y+F30w63Jaz28v7ueK3/AHpVlbzDvB+UAHknII6HIqp4p8G614VvIbgalZX8RiaNJZLQopDAEkDPDgll5J5XjjFVdGv7bwNpFxbrpc8LtDGDegPut42bzGDAZVtw2nIz3z6Vf1eOPxZpEGp3uuQPYzWzW0U1rLtkZxgbJBgZ6EjJ6DiuSq435oKy6np0oVI+7N3fRGv4W+EXiHxh4WuPEHgmC4W0juRE/kKWiycgxluNrDBwW4ODyMZrzPx94cvtHu547lo5ZIB/pW6RiSxP3mz1Oe/PQfWvb/2Zfj1bfAyz1PwTraym3vZJE3TybreZGUAxzoBzgbmVwMqSe+CM/wCLfiL4beO5JPE2l+OLeJ3B+zzz6cTO6jamyfqZSoyNzHoAawhVdKtZXa9P8jqlCdWm+eNrHz7YWV3KT5KhZNvmRLGgVmHcAnP1xivRfAHwhv8AxtGWtJJL6SSF2ggsYjLMhVCdrL8u3ud3QY69K4W+Il1R7vSoHQEnykRDyucA5P410nhz4h38WnjTJ2hd3G1IcOGznhkZMYIwCQTjj8K9HEKrKC5TgoTjTb5ti/8ACvQ7uz+KuieGvFVpC8dxqgtCGuCrDd9/cwPAAOcjgkda/RvwN8UfCP7Ovx58H2uiQWEC3Vq9qxs5Q0kzLvLtMUJ+b95GVIUbRAgA6k/m3ceKI08U3Wq69ZWuoSRyQiSWQsj4B+YDacEtu+YnnHI7irnhjVL/AMAeNrHUrKSREsdVIii88vIscij5MZKAcjpzlmyeK2hR9pTblu0cFbFezxCUNk+p/RR4X1H7foD2AtVV2aGGWRSCLQrOrTkEdd+1cd8EHvxu3UEFz/oq/KkfzOoPI7k/TIPWvB/+Cevxk0n4lfB+K0kvo31CC3tROWl3swA27/U4VI8npyK95kubHS4pbi9G61jjklu2bqUTexXjGSemM964b6I96haMG76HPNGl3cLO/wA4huAYgWO054POfRu1emeEtNZoJb9ZCrwgwRy9MSlcEjoSFjYnjOTx1ORxul6HJc2ml/aEU3X2RHdwSV3dW2+wBUDHPrzXWWmoWtnBJZecsoaKITBGIOGdmUHruODnnqozjJWq5VRldk4isqlNJbGhb3ssviOHT7G3SNFt4UcBw6hmaRlj+ZQpJA3Nj5eep214z+0l8XvBOj+PbvUviDq9zD4Y8LWsd/ewQQmRpiFUM+xAW2oH34AJZpUHQED0jxrrtx4T8KHVtOZW1O9naGxCAtIs7KsS9cksAxb2VDnrXJH4D6F4kltbfxi6TeVJFPMUB3wB1RlUSA5jZeDlRnHzHpWWJqVX+7gr9ziwcKbk6kvkb3wP/a2+A/xA0vSfGXwo1+w1PT0Md3fam05At7jYd1vOrcpIpiyQ2AvmLwR8x/MP/go94vi8e/E3/hINGtmTTha+VDdXjMqSLGpAlJbGMvI7HpztHqK/QvxR+zp4H8DeGtc8c/D3Ubuw1KDSDd6lDdhrq2vlVmYLNE5BIVhuVy5K++SK/O/9p/4I/HfxF4R0vxF8Q9B0rTdGu2ubqzt9NYTPNKiRq7yM3zsQqIFjPyJudutVXdZqMaislqXRowpqc6d3KWmp4R4V8d+GL7SJG8L6vMn9lP5s95IhEW4gZVGbCttI6Enr2r6U/ZK+Mqa5DZwXN55SyIttM0rcRARhVkVccKy8jnJPGV7/AC5e+F/Fq7j4g1q5ufLRBbWbNthg2kcgcIgXhuAAa9H/AGbPC17oXi/yr62KQXdyzK4kZtpKE7jtJ3EEMP8AdLelcGL5akJW3OzBxqU3Hm1P0P8AA3i2A6ZHBc3BzJEXt2cZ5DbScAYIznpxx3ql4w8WxzWVwiO0K7j5e1irDAOeSOPXGK4D4e+PDa6FHJb3LzXMMoDRu/zunzcnptByAFHOPc1gT/FCK/8ADyyXxDpPankSKABksy8kkDA4AyTuAPNcFHlUVc9iVGk0+54T+0H40uxcXuqIYUhSR1ijYFgHxkttIJJOVALd2HAr55+JXj65tdG+1X0ZmutQnEdujvue4kAUE8dB0AHsBzXqvxZ16G53G6s8PKpllDdj8zIAuMffbcevJUda+ffidr1tF4x0dSHYWyOyxbcH7uRhTwOO59a9fDYfnkj57GYmVODb69TJ8ceFhoE1paeI9USG2uUaB7d0BZCTv3My993PJJ+UZ4GKwnTQL+7vtKsI/KikmWOzMiF/s8WcZwB82QAfXnPaq3jTWLzxLrEVrf3UaO5MrMvzqm4LwD09vUHIPNUdMj1vTYjq1rcqryoVtkU/MqoAXdM5IJyV59DjFepKnOVKz0Z5NOpTVT3feOd1uV9Lln0+4v0d1bDPHEWB47EnuOR+FYV3q+o3U3kRXs2yFWWKFpDiMNy2CccFucdM4rZ1LWLF7mM6iJJmnYM+VIbys4AAA6n1rPvfFUF54iutSl02P/SZT+4Y8KoG0D2x8v4itKS5VqtRVpOWiasUSkpnM0FxlpJNy8YA9envSX8M1tbmeZi3nA4CRE9Oo9qlVtPOpusFy1zGH+SWZFQsvXlc8fhTvEMt1KygRokOc24U7Qvqfr+NdEebmRzylFwuzL1hZ/sqsSFUgHBPOOlUbawDShfJKEgkxk88ep+taUkt4JDDfjBkjAIlQjjsaje7SPOFUFUwFjyPm7Zzya6IrSxySs2aHhFo2nCLzISPLTIB6Hpkfzr0LQbQT2KLMZAxHJCjLA/wgjjNedaLq82m30KmQgyuS5LAALjjtkEc9evpXovhvxTY3tkYFZIpVwMmIAP9OgrCUXzXZ0RlFo2o7dvKMIl2pGCijJXgrz78/lVjyx5ZjCAbEJ3bwBg9McelVxJ55Et3Ksjtk7gPvH355+lE0sSMJFWTayjdgDIGO4xxTjfqVd3C3uE4ZWKkNyvGOmOo4q7HbjVGCagX4ztZH25GMY4rMJ/0knJZwOqHGD/+urFvPIxCyOAHbq3UDHOPU5rR3WpnJJ3XUtatalLlmTeIwFWNQ/3eRyDnjJ5JrEvraZEW58nafmJLvjjGTk/iPzramupRa+WIyildo3EdPU/XrWbeXEOZGeTIVtzADOQTk45xjp+VNTuzGVNpWZl3qw3MGWiZ8KMYJXHr06/jWTdafcSEpFLhGHBR8YBHuf8AD61bvbwk+RLcEZGSMEs59O/SqiOtzn5twOcZUc1VncyTV7IrW9nbLLNLcy7WwpVFTlgOpJzx+HNRxkM/2pn2sANnUDj1A+lEtx5I+zpGwUE7vkGOD06cD6VEsjy/vDHzvI2kjByMdgSfzFWlLcz1i9h8dyGc5GNoAJkQE/8A66dMju7tF8isAQWPPXrzUEckchclhj/aONnf+lBmjMar5m/IwAec8569qdx3WyJbdvMYqrnBBAwQAfwp93L5aGOLscgEgn3J45qnDLHFzDcDc/VcDI/Cp2klAEkcbB8cPxildpjikk7ke9nkklxtGPlw1UpJnaUxS5EajL4bAP1Pf6VduJJCjsrByDwkmACe/I71FFb/AGf94CgP8Jxgg+nqavzRLT2M64glkJeAEAZyUQDBz0yf6VGlnO7HcQpPK/Kct61szxSHazNuxwRnkD0xiqsrlwrNF8gbkZI/CoUrGlnfQoR6QTd75Y1cYALZ5rQji0iaJbVnjQufldlbC4Pr05/On3L2sqLJHmNMDed27LgdiBVG6l8ueNCjYReo6k/hzVJ8xnFqKuGo6PJbS+dPKjLgB3jbpkcY596zb23W3VfJB+ZD0PQdP8a1YIUvMWj2hOH++p2jpxVbUdsU8of5d/yoDHjgDFNaKwX1OclSWCXypCMMdwfd1/Kii7lVrncsWDuxnb1op6kq9tD0XUH8hz9mUKu5gxZcDgkmqzEW8ks7yqNjFXC87Tj8enSrc68vEr7/AJu4yAQc+v8AKqkoMSmdssEQdYzhjjAHuScsa15l2Mop30HG+tnddPjudgUkDLYGOvOOtVbiOeWU+Sm9F5TYc7cVM9vEluuoRSMJx8ux1yGJ+vtUVy7oqocjZhVwuAFHvkCpbXUaTitSK5cujOoyzNhmPzY49frVmERmIlYnwqqq4I4/w5x19KltLOGZbeKRQglmOXLkBV4ByOccnOeceh6UkMaTySKieZHGzZuY4zwqtgSKv3gDxjODznA6VNkmuw7NrRBDvWBztLHC4cDG0ZyOe/Pf2q/qFzczyeckZ3y4LHcTg9PvHqazTJOWRWVGzkkgc7umPx4+man1GO68iBb7dEDCrQI0eC6tyG54PHQ/lV+gJNaMicKw8py25eSOc5x16delUGQSsDGQRu6sue3+PrV6G6fzNl08hXdtLo4BABxxnIBPH5VXM0kdu03y4JBk5P1xWcr30HBJLawt1DZLM6quVZcKrckc9T2PHNI5j80QmYbVxlgSSff2zxUcl7HIZAFIGOBjkepI9KqWqztKR5TZRc4AznuBTspFLUddJtd3jkYFf7yAleRwcDk81GizXMnmW8WBuAdw+SSTgDA+Y5I7dO9bek+FdQuLRr3VEjihJUKFcGSTocqPoB834VeS207SlP2PTwNwwGMoZh82ec+p4xUtO1mi79DOt/CM7MJ9f1AWvy8RBcucccdlqfT4tMsCJoLVHcMMTSNg8EH7vT86mluVuZHkaMBlUYG88kAKTjJ64zjOOvFVC+23yW3Mz/I23G3j07mnFrqHLd6Is6pM17etrFxMbi4u5AZHJCqp6kgZAO4nPqSa67wDd/DnSI7tw3k6u4Bs55Iy9vJhQ2xztwCx3L8o4O3cdtcWgmcJfu8AzL5bRhsuuFB3Bf7vOMk9eMcZpbC8ghkYm5eMEMDKD/CF9B2zgVjJc8WmVDmg9Duvjf8AEGy8Y6fZWEgtp4mtRBPdRyb5YFOMyeWuGBx8pyeoyOKzvgDqEE3iu68N6kUntXt5ZrYG3UG5ZdmY142qTjPTkrj+KuZtpys4AYoOfvjgHsMdjXU6FoS+JVW2hRYJ7O6UXBBdJmSQfIw2nnayMSByQ3oK46uHh9XlGKO/D4ica6lubWpeIGbw/c+G7OA294sv+iag0QSVFXc2zORgsrEFc8Y+lVPh54svNEuoNH8Qrb3Fu0RAU26lfNLZxMRjB45zzg8HvR8SdN1LwMU0zxNr0d3IblZrSxvTKrYYKTMclUchVADDJw55+XjldRewi87Uzo/kpfl52S03tAEDghACSUUDGG3FsDDdxXlqnBx5JHuuo4+/DX5/mSwwX/jHxTNDG6I0zN5ciSfxMxOQDzwOh61X8cfCj4jfDKBdT1OwjuLEXhthcKVKNIiBiyDqVIKnI/vAVU0rxbb2tw/iPSNfe31S1vohZWkNioikjIfe/mlwUZT5YVBG28OxLLsw3WePvjv4++J3hRPCfiWa1S3UbpTanYZGVcAe4HoO/auqMZUUly6GEpPES9yTOJvryxvLazttO8OXsF7Esv22eSbKHoBtXGR8uM9Tk81VMV1aXBM9uoaSNJoBPuXz0x8pA/jz6jsKlvJ9Q8KadZxyaZGky3DkT75HknRwu2NgW2jaQTlVUkyNknjFHUUF8kiXmqs7RwbII0BzH/CIwS3zLz0UYG01rFXl5Gc21DR+8df4J0Lwpqdm2u6tqEz3FuqJDaFMxO5yThwflxwSpGCOO9P1i5GmM327zJUxlGd8d8n/AHcj6Z5zXEaFJeaBdxQid4ieofO3PXPHBP1rr59WmvNKFwIGVkcIC6n58+meOvr61tFOMu6Z59XllTvbVH39/wAEcP2kNH8LfFbS/Beoa04h1EXVrfQSEpHDAYnaNueCRISRnkbRgEnI/WDWbES+GdQitpxKGQLKFUldhcRke+4ENz6c1/Nt8M/GOo+B/EUWpLcMqrJ5ZPQsfUgZwC3y+nP41+2v/BNL9uLwf+0R4Jb4V+N/EEdv4ggszHpryuEF/GMkEA9Zk2x7kBPytkZ5xx1aHJiL20f4M9XLsZKdF0t2vyPpb4d3txqnh7R7i4dpP9AVJDuDMzYY7iBjkyEnbxjdjpWh4E1aDWZ7g3F4i3gjacQ71JhX7UbYkqowxLqg3H+EqAMZFYOhXkvgjX20y7DJCsiSWig/dIUDC9gNxY5HXbW5ocE+npqEVpM5iv7IR2kathdsTNKBx/EH8xs989tormxCk3FpbblVVyrl7nO6h4guvGnxEaae9aK007T2VHQ/NEJFxJsRSQMxfu+SSQ7Hqav2/imBL6Pw/BBBaBFV4rWK4BkaT5Quc4K5JH3ucD2rz7U/gzqXxS0GK1Tx7qWgebqFpcSXulXSxTzrbuHjHmbSQBjcAOK7jVvhN4485LvRvjz4psbXgyqbfT1TZgjbvEKyO/GMjb93qO3NByVpfM7MKqT0bt0/4PUq+P8AU0j+CXixtQjKwPa29tDE+FaQy3O0L83YEFsnjAzzXiPxy0Ow139nnSpJIyPI11YpJ1lDExy2YkCAA9AQzH/aYbvSvRfi74J8TaN4YutIf4+yahbPMoMWv26RGcqcqyc/eGWO5zgYBUksK+R/jt48/agvLO40Lw3+0FDo+ivEESxs7K02lFCj5QQ7L91cjjoAc44qriqTnaXbun+R7Msqpyw8Z0a0Xre2qfTSzRg3nw0sLmWSHxLGYpsIXti67tvQYx7AdO3PNL4e+FeinR9UsPDGmSz3dvYtdQLCrkl4t77WbrhlBXA6554ry628K/HrSbmcSftJXUySxv5zRRJPK+8bWbe6t82D1ySO1ei/A3wyPAGkeI/E11qOs6hrPisLavcXd222RCkcESgcBjknLnJJfB+UGuSn7OUrNnJNOEfdvodf4mbUvB9xdLoNyE0rV7E3OjzQkFvs0rMQCPY5QZz0FcdpGs6PbfD+0t9SuLeLy5pooFRRnYwLMARyCACNx6EHHWvS/jH5+jeBtC8LS2cZk0nQora6cIPmY7X/AN7aOQOnLE9K+VfG3iDUtW0q60xNPdjE7wCCFQ+3DbXbK8DhQOp6VlTw69o10M6uKagpyfQ5nXvEOna1dXj2hVpr1v8AQtvCRQqDtA9fXtwD618t/EvxlNrXiS5urGYLFblU84jO3aMZOODk5PHoK9G+KvxSOk2cng/wjKILu4GLy5ByYFP3lHHLH9BXgOrXKiBtrMytK4AJznGB/WvqMBhfZRu+p8rmOKeInZaJHc/DxLrX7swR6eJJJLhXMqrjYoxgg8YHt61b8a+MNL0idf7HjjknVHZbjeCI3c7SEAGCQFA59DXrXwf0F/C/7KuqeONGgtlut6LLO9r509xIzBViDA/uo0TexPJYjaR6fPfifw/qkGoyC6QuFAYYTAboeBk9M4/CspyVTEvsiaVPkoXe7JLs6cmlw3+mQQkxWyQXEpZpAjjcMkHgEggYUAcDgEknnoEtNR1DyrgRgTnZ50iErgDrx9McV1nhS00qOCLUr/VIbOASuhlZTtiIQsrLnJLbsAjGD1rJ8V2dxYRz6lZ2jQ2t03lrKISqzYIZtpHoeSR64rqSV9TJVZW5bbHNLbRT3DfZ4h8vJVGLbQOOCfSoirNKsolk2gkLvXP5elWWBtrNHE8iOSWa3Lct6E8/KMevNU21CW7JjlmfaeQAuQDXRGLRjKUWx8jXkl0HecSfKBubnHoPakVZI3IuBu3HOAMjjrUaM7J5UcylWYE5GSMfzqSRohCWMO9lJLSFzyOOMHp1zmrSsZt3Yv2rYfPSE7i/QR5x+dLZ6i8abmIAI+faSM/mOKid0UsFRlGcAk5yPf1pkkpSLZG5IK7R14/KrUVLchyN/SviXq+kMi29zFIFPCSISF+nSuz8OfE7TZ4l+0kwOxK4VMr7/WvKzGu3kZYqOe1PYeVxGdpB+8ecVLpxaNIVZxke3xrHeSPdw4mRk3loUJCqP4jtzkcjmlS4MNv5UY3lOcqdzN715DpOv6zpDJdaZf8AlMIx58boHV/Ygg+nbmuo0r4mQay62utRi3Y/xBiULentWbpWZamm7nZ3Wowi1cTToJI8OZ2zvAPG3OcY56Y/HtWYbxL2IwxkbyMP+7I78YNU55JBEjozurHnaeo9fzot72MrGrBS4bLNnp7YOcj6CmktyZTb0ZWZkjuG2xKWJwR6foarzT3DFZSV3ZK7QoBweB7dfWr73PmuIrh1BCnYAM8d+PrTLlIreMedGpBI3KAFzx+vrVOStqZtRTdjIuoTcxgCAxsVCs2ThnAGSwyc569h7CiPEatazfKrkk5wACB+lSahdLK5hCM6qBvSToT6qRiqjzBV+0W21dpJYBuHHpzmmryIejuTyGBwQ0gC7QShXG0dMg9M47fzptyunz3kkmk2JggLEwRzXAkaNSehYBdx6chQPaq9msrEOhU5Q5JY4HqKmD28LiHc8gDc70C49gBQ33FeLtZBFC8jBVj2qerH5d3+P1qyZGSNooxg+jMc/n1NVb67t3VQgyFYkOrFifbt0pYJFMDLBF97v1b/AOt/nNDRSSTs9yRlRWKCIt6Ayjj39/wqSWJI5fMEWDwUOccf/XqKaZAViMvAzgjljjoPbih5Xa3KBVVlTG4Anr7elLpcGo3uieViwBWQsxbGNvQjqPQYNU5V3PiMHIB8snpnv+uaFnTeWk3krwV56/gfWnTtLIFmlYhh1UDvmhRY+blVhIrJbqMgoxIBBYtnP5+/NULi0nWQmV/m24AP8Par8d/BbFpApWNByWJwTVe/uVmiwzEg4wx9u9VbW/QzclfQiea3gswHmDR87GVeCT+tZN9JPcTC4aZcOOoPQ9PzqzdxxPhVlOQOp+v14/Gq+pW9tHdmKKYSqmMsF6H+76Va916CcuYzL+COG8ES7mkBO7kAH0op2pWxRi6M3zLlskHminZrcaUep6C6zXrhLnKEEkKozuIOMgen+OahlePYlvJGxlySSc46dB6H/CoVuH+0CCdioY5ZieVOMc57dO/HJ5xipNT86K5FtcTozrMQpjkBU9gQQOQRznHetHo7MyaT1uZ91qCNIfs0KtuYjcuANw6jjjPrTILiS7uYobK3ZpXbaF28sfb1FXdb1LWNUuohrN79q8m0jtonMaxhI4l2IAFAyAAACeT3JJzUX9p25uJF021MEEgTEKSZYjAHJPqcn05qbau5auy7eCOArpyAFY02NLEpIJyWJG31yBk+gNVSxS2I2sFA43Jyp9CT3Ao8yKSfzFJIB+Ug45x7nI6fjU2mTwGQDVrmXbscqYFUsDtbb1IBBbaDzkDOATis9bpBF2RDBttrLCqCXbaAIyGH+1z25xUNzDdXMqwiMFypAQyYGfYE8D8gPWpITHMgPChj/AxwOemc5xTZoYbaFds3zgAnjADYzn3x61TTKbSRLqkOkBsaHLcskikRxXCgshVU3FmChWDNvxtyQFGeWNZZdJ33QrthUgYY53Z9KfFquoxSS21i8irNEySiGQ7nQ8lW/vAkDI9qTSbQ3t5HZQlpJJWVcAHPPHpx+Rppa6FRu7EttpN9f3MVlDab3fGzIxnIzu+b2x+ldfo3hrStCK3F/ELi4QBYwpO1GPXox3tj14roW0zR/AXh8WMqhtQbBuJC4bJAHydwqjgdeee2M8zqV3NfTmWZVjAkA8uP+HvwOMD3pTtFWb1NZJQIr6+nkjcW9uo3tklSfQjv7jNVEltJbd9Ru7vJDqkaJ8vmDkH5ug9PU5ps08hBMxLbWD7MZ4yT19M1BFcXTSi4ll3AYQMT93AwO3epeiuzO13cesSrmG4dg7MAEPYHvx0+nNI7OnIhEJ425P3uOvpj2outQuWVra2vFdUYM5ALpI2eTyAev0qS2gijCQSXKNPs3PI+Bj3x0HuOfalyrW+w3KXLuNTy5RlUJCYzHnr6nOOM+360y7meWV5Y9LjjUABooSdpIAAzkkgkjPUjJOB2pzu1vOIYXEnl5+ZOfMbaOecev505njtBHL58cuxiwWVRsAB6MD1HtTi1sxJrQob7lBsd8FT13AgZ6/rXTaL8SvEmjaKdMtzArRn9zOkW2dfbehViPQHcOuMZrAdmumN2HKEoF3Io+UBRxgfT8807NsgRHmzgASiNQcDqAD0J+gNJqLWwnJx2e464sPE3xG8Uxsb4SXMrMyfaJwQpVWk6EYIwnIHU4wCcCvUfCHwJ1jUlso/DL3mo3WplmGiWdjI8UzRtiQEYLBQAxY/w7TyOteXaTcT6ZqkOrRwyyfZnWQMmBjBHXgjBOOvHbvXo837QPjy38Ny6n4F8QPo2ovbxQ/bbdUSVQoCuEIUtEXUlXKEBxhTwTXBi6dWUoxgtH+B6GDrwhCUpPX77nlXjfUmsfEFza2dktjm4ZZYIsBIuegx1/Pjium1zRwNRj1y0tWuNOZy7atbwkR7gBv8AkPODkFSccEDrxXNazp1nfRG2ubRd7oVEueVOeSxHbA6A+9evfFLVPAug+A7bwd4P1vH2mwjmsQsjtBIdis+HJAkwSSQQdrHbk44jEUZRUFBX/rc3o46EpSnLTsePzRrr3i1YrWcTSfaAZJrcjCjGM4Pc9eteo3fwWjsPCsF+lpFdm1Z5Dcq+1mV8lSevqDxkH0ry+yv7+1j8pbyG3juNiOrMVVfmHzMQM8deM9K7y8vfEfgjwQLfTriKTTtWLzRXumNIYLlYpmi8xSQGKZVtvGQGyVUnAyxlCrBRcZeRrg8TSqc8JLzTODv31LTNVlgvJIrlrpNu9UGMKxI2sB0xxnpwR1BA6Sabw1L4IjlWzMbKpQQAOdpBwDznqMDHt71Q8Pwafd3MeoXTwSQrLtkBXEgODtCsc7Rzg+xPHWtDVZLLTEOlaVey7fKPCyhghP3lBOBgHvVL95Nd0KtONLmVtyvoFzHcBrWWxMkkkTKbfe2ZcjCkAYOVPOOhx7V2fw3+JXiX4aXtv4l0C7mjnsrkSRBbgoZdoJG1hkqy5BAB5IGRyRXlWna5qum6iL6zmfexDB95DEqchuOcjHfp+de9aF4Os/i/4Dh8beBdEAvdK+z/ANv29lLIXMhleMTKWOAH3JnaQNynjGa7qtJTjys8unXlSqqcNLdT9ef2Qv8AgoJ8OP2pPg/pd3r11Eni6zs5Be2UUW2a4WNwDKiKvzs27LYyVIx05r6K8L+Jbu1uNrlQhnZFuDOPLUhN2089SnGDj8cjP8/GgXfjP4JX1h8U/h/4+n06STWCtjPDIFEU8cSsWdvugZKp1zkkEEZr9I/2Gv8Agp/a/GAWvgj4jWkdrrtoVdhFHsi1IFmLtGBwduXzGMAEHnANePUVTDStLWP9bn0NPEQx1JRirS7f5H334U8OXEFxd2jcQPMGgkkTnYRkqAQeVJI9sCt+702W6sks0QJPC2DJI4JK/KSACMjhcYHGSTg1n+B/FPhnWo47rT9bjurC7gSV7uHoBI21WVVGT84fj/Y4Ndw6Ry3hN9ZxyPEiEOYyCWxweec8Hv1BzXZTw9GcLx/zPHxNevTqe9oeO/Ef4ReFfHFsU1GGJVjiVLeHyVJVVYHPOADxyc89zivnj4mfsd6Y93FfXGnbp3kkBUKZFZF2hX2qQACXbHI4ViTtxn7C8SW8FhBcLPZNgnEC5wcn7uB6A9TXNeJrWNvD0J1QtBM1wJpFKbzLGWTA2j1BJx+PJNYYnKcPWvoa4fN8VQSSle58gX/7N/hHTITdWejxn7LIySXOx0WZx12IznZxzn0qIeHPCnhLX7CC+uEuZoEkZCVIQOkYMjYOQACyqM9Sc9wK9x+JPiPRvC1qt1eBBDtd5wYt81pJvDozbjgZ2/cU8ZyT2r5L+N/xIbW9TuvD3h223XiWyyQ6dYyhjbx9RuOAACRnjI5YknqPKrU6VB8sdz3cNWrYqHNJaHPfHn4wx3Gnp9qmt3M0p8xigaSSQ8YQg87RjOc88DHSvlj47/ERvhnoFzZPbPBrGqIv2awcMHhiYZ81s9SR0HuT0xUvxY/aO0rwdr4Om/Ztc1a1LCRGZvstrKoO1N5H+kMCc8HapXBOMivKbTw54k8aTt408a6gCLlmma6my8jNnoBwSD+J+nQdWX4SrWl7SWiX4nFm2Mo0Y+zjued6lHdW9g2oXxk3TudrNH88jEj9Sa4rVZzJdrCswJyfKOfurwc89OfWvSfiqxsIvMlj8mNATA7xsMOcBQOe3zNn/ZFeZzJPcY8suQSu2Mp8wXt15GB+dfSUk3GzR803zO5758P/ANrXw5o/wVtvhLr+lqDBM8LSI7ZZZFGZmIzxuAG0AbTzzk1U+IfhjRdL+Gf/AAln9uWuoLdS+VBIrMGglEv3CrAGRTHvOV4yv0q38Kf2ffC8vwVHjXU7ixn1GbbLdadcniaFZCGUNnEO1PnJyA2cZzXi/ivW5otYuNIuGSSK0kaJPKkEiFB0KkEgjAHTI/GuB4KnOrzx+ZvSxU1D2fRGtfra3umW7aWbZ7uANKftE5Vuq9ei8Yz27AVzOv3+oG6We51ZroRkmKQDAYdTgZwvPQY96drPia9vovJluI2AiEWzYoAQHIByOe3PsKyZAksAAYvn5SGGM98e9dkaaihyrOpqVJrXZM8l0W3v0bccLT/MCwC3ijfeOWLHBJ/XtUjxxSITG7OcHcdv3+fWo1ihWMFJdo4HBPrWmiWpipdh0012LYpGylmI+cYOOalhmuUh3uwBHUE/e57e9QvdIhYYEm8HcC/C+2emagWZLnLRbHx8xYqPTpRyrZEp2RYE4l4SNAu44OfyoM1xaDyiwwTll3cE/SqzTMcrFAcg4KngHvT1mmVwWzuH3hjn+VVy3aKTironaABvM4DEAEAgk/TFPLS8KYT1weehqFHlIG9jxx97k+1SSzI4CvKzcduOlO76h70o6i7yhP2cspZRk46UjNmZY1YkMCQuMDNPRhGrJkZYck9j6UiwfusIu3OASzcYpNaaArx8zT0LxDfaNMi+YxQ8NA0hOM8k10qtBfWxuNMkiyf4Y8+uTk1xAmVFAWNOuUBzljRBrmpafeRz2kxQKThA2AM+tQ4ob5U+Y7CTU7pGDFSXTlggJxn39aF1BoXEgm2Ajcx5LD2wOv41kJrdtqtod77HQD52OA3PNQnUo3GEnjUK2HCIRmq5OxHMrbmvdalc3UTIWAUJjaSoBzzz61WG9wFluwQY8OqLuOe/rUEF1ZSWqxbCxAO1hwvPQYFVLkq0REhO0deMgmnsyXrqW7zVY/KdI7srID8u5M4I7EfT0qGLUIpB9pa7Z3ZhvOSvPrk5HT2qkywtGXUpH5coIGACxbjAIHQY6E8elRtciKKRWYAq/BJ6fgaTj2BTi9jRF5dq25uD95ChyAff/wDVVuG6fylmAXCD5lA6d89Oawre6mlkVXbjOSNmN/vV2S6j8wlgNx4CuvSidyk77GidSmmuRKQVjZTg+n+c1PLdw+X5m8SDjAVeprHN5khY92OwOOAab9sKSFFJJ4P3uvPSpS6FpWNO1miy6tNls8gf/X71ZklQRgRbM4+YDBb8c9DWLJLGkIkZ1bdnjfjmta2jikjWESbsgNgNkg47+1CS3ZnLe+xDI8mXuGYdCQpBB5qrDdLlnlBOwfe3dsVdubNnCxXKq0hHzEvxg9OQeKp3lp9ncK/JA2gA5A/PtVJE6A0lpLFKLiMMxOExIQY+/AGA3Yc9McVD5LOuYvlO0End0qUL5zCQW+c8ndx0FTWyzLIYXt96NgAKcdfUnpWlroi7j1Mm7jby/KL7mx+8wcmitG/sHaWVxErAdcPk59AB1+tFJarUpWsdHqIS1EbNKNkkm6RSpIXHTOOeOvFVDPDfXDyeY27b87k/Myg/ex1/ripNXmkuFUwJxE5UDGdp6YOOM4P157VSEYs7bzmKfvOYgDkpg4wfQ/Wh3Fyu12MlBVN1tITtJKnJJUZ6eg/CooVlBEk7ZVDuDHPzd88VNYwyC4UyFUO4kY4H1xVqNZZ/kdgSThJGKpg5Gepxzn36UaPQcV7lhL6zTTdQltIpt5jZtz7enT9eTUEMTCTfOQQTnG0gn659qmlElxcyz3ALrvZi27JYbvpwKjQyxtgIysR8o9fc57VMXIG0m/8AIBM6RbF3sMAsSeT9cD3qteFzIYyNgUDgjp9efepZ2EkrQOh+VizOpwAMntUUiRsEiaPPmA8FM8fpmr0lqK8k7NleOzunKxs4OCDhu3pj/PavT/hn4NudB0K88by6ZLcL8kcdysReGHfu2hj/AAO5V9vciNyAQDjj/DHhifxBq9tpNlakvcTrGuImflj0IU8/QV6N4knl0XQBpe9oo42CPEm1AGVWBZscbgC4HXqQDyaI7OTOilBO8jl9cnuJdSK3Fypf72AeMY6gHtkd6x9RcRzLvX958uFAGTk8Ajtnmrd9cC3DOyjlQB06AZBrMuG+0O80hIznAxyDnH1PHP4+grOabVxtc8rle5CiQh4y0jnJZW79hg9OuKek01hcrNFeyRSBvlaJgGUYOMN07nkVOkSm5wrEkMWCtjnPb3qzbRzzXP8AaepMZGcOy/u1GWJ5OMYUZ9uPSpSuXZJaFNNOCQ5d2woAC56enbPIqzZQaa12kd5cyRozgzMkYZ1HbALDJ+uKnaaERSTswkYk7414WNewx9ccck9eKr2WnyXLJbKED+WwcZG0t1zz2padUSo30IZjNPeyTQO0sTsdpMSqxBJ5K87T3x2zjtVieae0glsbizjZm2gHkbG3A5z0HAweDUtlYlHZ5pF2ZXOeoHbjv/SmSG41a/gtNOsJJXlKxRW0aMzSSE5AAUZJOew9gCaFe+xbhGOjK8bJFbkIFcH/AFm4dc+x96hnsfMieeOMkhQzsgJ2c7cn054HbNSEzzr5KqQFblQRx9QKZNPAJwrR+bH5u7CsFfgDIBwcZ6dK0e21jCXuvQS5QLai4XneMMxccH2H+FP0q8itA9vfWQngwyuGmZGZSOQGHI/maUXCrEyRBCG5KgDOOeAcYGBj0qCWGNbgSvOfm/jkXG0HjI9frUtWB2cdSQxYLHyXiKkjYrECLnjPHJxxziqmoXuozQQW2o3TSxWcZW1Uhf3asc4BxkjPPX9asNIqB/L2NtbaXGQCM/eAPIz+FVJhGyYZQCWJwCenp9fei60Qo3KKRvNASgxuO3GMfocV6Hp/xG8Ead8Obn4a+J/BjXygifS7iy1ea2e1nIG9eYnWRGAGVIGCOCOc8ZCLRd8jsqBFGE3ffyegOOMYyc1Krx2lwDcSE7UUyRxEcAjO0Eg8n1x1qZwjPdGtNyhqja+Cul6/ANUvdNubO2QIkUJvUVnLFsiSNXGMrt5LcAHAzTfHlrrUHiSZb5vNkmUGSfcjiQ92yhweufbpxS+DnMd6l/cxeZaiQo9vHLtkcYOF7leAfmwRkjvVTWYYYbdLiJsK5YxbpQ2FBOMfhjn1+tYqm1Wv0LlXc6XLY6P4P+CvBHxJ1I+A9etEW4v0KWmopIwMTjJ5HRhwFPB4r1/4IePNR+B3xzbTfi/capeaLr8k9jqV1qM2JJFU+Skkx3PuXYEO0sducAnbmvmaz1WbS9Qhv7K6aGWJw0ciAEqR6ZOOtfSfwb/aK8HfG6OP4O/HLw7aS29x5UNlq20iZZtn3GbJ2DKkoQc7UG7k11tpxslqaUKVGv8Au5uze3+TP07+EX7Gnwg0vwXZ+OLPTtNl8Ja9pl1YeJ/KQm5kUt5ZnliJ+SZInmjzEV88ZyQ6A14T8ff+CYurfB3w7ZSWNs1l4U13Vrm+8HeJrOJpp/D8oi3m1n8nczws0kbIcndHt2nJYj68/wCCUHxWuX8L3nwq+JN3aahHoAj0u8S/fBuLOUSmG724G1vlMcpDHaUVsKGr6l0T4SQ6fcN8CNaittd8OaYYr6zadmkke2EgaG2fIKqRcYQnJyqnhQxqp06WJpJta/r/AJHlTji8sxbhf4X/AF9x8afs2/ED4v8A7MPwt8Mt8dvCs1vpOv2hurXWLiHzEt5CFKJIiM3yTZI3KFClT9/O8/WmhfF/SfEttFe6d4htI/tMYmilScPsXI2qx7kg8HuCRniu8/aP+D+jfFrw1a+CL6ztpVuLkQTuY/kii81AuQuMhUDH0G3jrXzt4/8A2P8Axt4K8e694b/Z+Q6ppel28Mr+FtRukEnlsuR5crMoUgY4zz2xzXk1KWJy+T9krx0suvfQ9ylicPmNJe3dp9+lj03xR40tdTido5YyF3N9mhcgORklckcZ/D615n8Vvi9YeGWZJ7sQQyhnl1B/nSPZhThsngZxwcfWvP8AZ468YxzeFL7Q/E2naoXSC4tZNIW4MgQj5ExcRLkH+I9ep2jmvPNf+BPxJ8Vaj/Ynh/wNq99c6lDJ5V1rZ+yW77PmYgqXVRhcKSSzkjb1BPNLGV60bRhqzrp4DB0JXlPRHC/H/wDaUtpNGW5g1GWHRYrphe6w7blluCgA8oPiSViABz8qjkgng/Kvxj+IPxk8c2uowaVYXOi6PdKZtR1AwBrvUyVBHmAYYrwoCDaoAHy4HP0RP+zVp4+Ler6Z8cPEd1cS6Obq30WGNFSCAoFACxZyWYhwTyBkdKydV8I6hod1qXhu4KG80+RvLvGO7bIpyiqwO1g3CFsnAPtXPRwjdX2ldfI0xebUoU/Y4Ttv1+X+Z8c+Gvg3pzuuseIdMlvb+WInTtIhG0DavzPMSfkXPPPJOeOa2NTFppSP4g1fVIjeRZJaYgxQZGAVUA7j2A613+r/AA/sE8SXB0G5fRdL1Bg5V0DzyBzzETnCqJNxByAAvPSvIPi0mmHUm0jw6rz6dpKtiPIZ5j8x818ZGecBRxj5iT0r6hRiqS9n1PkaSq4mu1O7PA/iXrer+KNbfVNY87yXlaazikBUODgFh04+XAx9Oetcndatc31613bldx4U8DAA6Y6GtnxzqT31/I908n+lxAxLISSyqPlHOdi8EgDtXMmFCjSySgoBk9u1Zp8ui6HXOLTsjVh8V+I9Nthb6frV1blHLDyLx42Bx1yp5rLe9ZlLSgmRjuYuxJXkkn3559eaZLbjH2op8g4VmbAYnnnNLbOpgEbzD98w3qAOxyOf8O1HTUSjrZsEWKQN5gcmNRl1Axj6CmGdFYvHnk8K3UD1oaFxG3kBMYBbDH5Sfao2ZVhZ2yQvJ4+9TlG1i4tq6ZK02R5TNtZiWOR0/CoIlUTiN2ZiM4C5AA/zzSoFnIeQZ/vHp+lSKbfyy5lALNllKYGOnWlsxJOxXlwTgjIHzZzwAT1qLeGc7Jhy3BKkfp/WrM0SKXZslgSSMkg8/wAqrTW0ZZZ3U5yMAgdf60blNtehYh2RnIctk/eC4Gf5/jS+VOzjMmCOQQc/jT2KMoYk7yB3yAOmKWKQA7GdcHgnb05q9A5UOhKQxbJFyWYEPg7uh464/SnwfPm4A+VuBjnnpjmo5opp3WR3wW4xnHFWSJEj2RxsoGAMsRmlJqQRcr2GyIw+TvnltvQfjTcyBmdHYED5WOOnTJBqxI+65Yuqov8AB5b5H09aqSSjzikQyh+84HUZzxSTbK1T1GqqqxcEttHAznH51HLcqox5RBY5GDgk9KXzdyGIRdPu5PvTJogobYOByfc03qhWdxkas/mKZBnYDgk4fngY9qsWuo3KNkSFZEBB2qQfzNUUie3kMqMFO35m9falxcBl8tQzdCRhqIpE8jvojTguriB8R3QkLjJK5JU+hJ69zxUk1wJVaUT7mH3hx0rNEzDG8ABiQ29s+/HH8sVJNIsgCbd/AOecn8Kb0Rl1sy2bqOaASh8qh+cc8Z4/lUIkQkAsowCMHGPyHSkhnMU7oHVFkXOxCeDjGfr600XMuw7dwGBj88VLbT0Q1HTcdDcrbS5ji68Eqw/T/E1JHeOx3zQFd/KIeSfT2qGGKB3K7ssMHBY/d/z60m0L3CjGVOSeKHqtRK60LcbhpMLK44zgc/nnFKzbTuOBu6n/APVVe4vLm7uHlknUsyrhFiVAQFA+6gA6Acjr3yaiSR5C24gj/ZJxS5F3Kvrqi004SJQHTYRk4U/L+OOau6JqEyyNDJdnGeMkkjB9smsxX+UtJKpyeCTkj65qxa3UAkwLjJPUKvf3o2K1udC9yi/vZAhUfeUk5P8AUfiBWVe6jHcyfukO7JLPgknPbrxRJqTzRm3jutsZPAHYVVVGMOIvlz9719sUQj1ZN3e5c06V3k2tJhemQMnI7GrTXJgukfIVc5J2EAj8M1nWxEMoEMm35+uM9fwrUjtxcOYVkBcjgnH+cVV+V2Rlry6k+oNF5hkVI08wEhY8KFPoM/4miqb2xZv3cXRAzHP3T2HJ59aKLILeVzRvjIqLGInMckrOVkPyn0IHX88VXhFvsit3ulVXfD5JOxgc529+vaopFP2jZK8jyBiCSMc4J5NP80J5asmETlduOB6Zxn8abTsatJajjNHcRLtQggERg4Jx745JqQWcJVDNIVjJy5BwQeg+n+c0purqayGlmZktxI08cKgkIzAAsBnglVUE8EhRUM/mQp5TPImBuTOQQfTg8fWkrk2ilcnedrdBBmPdLghUX7oB5wR1/Gn/AGhiitNPjCADKYK8etV4ZpGdZRFtA6SA4xx0PBz+FOlu4LiRY2kK7R+8J5JPbgkfz496nV7FNpw3IkDC4kcyKeRlivA75Pr2FWtFsINc1e2skmEC3E0cUZnl3iNjhSzMAMDPPPQVTknR52huo1H3WXBweRwevSrVhHBMY7eQq0jS5aTI4Axnoaad9R8ruekfBjSpbPWW1QykLZQPMcyhdhVCQ2cYXGMn0203xPNY3F/DDPdPaRRKVkkjj80qxyQcBh1OFxn1JrpvBfh2PTPC11LdGF47ucxxvErfvFGTsPPIb06YNcXqa6j4g1uO2F5awT3138lxdXCxQxkn7zuflRc55J6jvVPm9nsdc706ST3Zh6jZxiyimjuIH8x5BuSVHddp2sSoyVB7FsbgCRkVAunrbxr9tVlLMNymPBAGcj8jUA1HzX2SRysDywbCn1xjn8vSr4maeSOSRFLAlhukyThck5/+tWKb6mcVpcYNOjFkGcAu7EAL149fYcf5zVeRgx2qR5uMtuPA9OP8itm5gu4I5XswS6IqhsjGGBxkkjn7359+tZKboz9nEgZSAGwR8xHPX9fwoskjOTvq0TRJawK0lzYrM1wgWOaV3UxMGQs6bSATgFejKAc4zyK6eZDIUMSxoe7cr16gYGfxH+NOV5zcuWGOz+m30GB/LNW4tOvJrMXzxgxb8MzvhmPtnsBjJHHIHWlJvqXT12JCWuL1UJVGjXbu24LZOB25JzjJqK5spbHzL6C9SOSB1KbXIcscAFSvoDnkjikkuZIgJDIpLjYJGXIXvnnuD0qzaWs2s5iV2kkAG7qNqjAAx36Dn8KbilG5ql7zT3OegF00rbogVT5SXHfJ9Dg/SkWF2uXZCyhm5L/w/gPzrTks4YFEbSAyCT5vl4HXv0/r61VjZ4pZpEIctyTtxgdKVpGM1Z+ZWjkXzw0TAMF4DjAI9aJ2RIEijmPTdIPLUrnnIGDkjp6UzUHR5ENox2IpUMePm9h6UyMqbhUZULAA5diQBj0qnuSoyurobE+R50rqCx5yc49OO/HFLeRwLCsdvv3eWGn8wABWyeE5yVxjkj6dKrSXZDR/uGJVSUDdPwovGkJjaKAocknvwBnk1K30E7t6IgnjUYjj3mQejdc9enU9605GvrmVJ9ScB0QHzJ2OcqgAUnP8IH0wKzneZD9pEJdmYYOSeehwPWnRCSUEvOpVflAZCR17jtzVO7dytdkaEW6GxeeE8SgEuw+96nnj254r7c8F/wDBGPWPC/wt8P8AxH/bB+Kt94E1TxLB9q0H4fab4f8AtmsT2W9V+03DyTRQWS7SzqsjM7AAbVzkfGngHxJd+GfEVh4wsYLdpdG1KC+gF2geMPDIJArIQdykqAQRggkd6/WT4n/taav+2T8R9R/agttZt4rHXoLaaw0+C8WZdKiW3jDWxkCjLIyvu+UYZmAyME9eDowrVGmrs4sbWq4ajzx2Pir4w/8ABOPStL0/UNa+B3ji+1GS1lka10PxDp6QXElqmS5MofyzIqKWwFIc/dPQH5UTXL+yaGKK/lFpbXLyRIHAEdwVAZl6gH5U+YckIPav1e1e8vdD19tW8YXk+mrppWSUzgrJaRRkTFjkA5CkMd2eCPUCvyp+KGpeHtZ8c6rqPhaIw2Fxqtw9mmCD5LSEqw4G0EEMF963x2Fp4aUeUwy7GTxfMpK1ran7Bf8ABNT4qTah8afCV5p3lumu+D55ru1uI1Mc7JEk653bsk77hDuAADFs7lr9XP2aYrTXdCX4h3QeR9SUWayO/mMlvaSOiBnwvmElV52chASMupP4gf8ABJbxXZ33jb4Zr57i6j0nVY2ia3VFgCW8wiYMDlmID5BUBSFILZOP3R/ZjjtofgpoltDIFt45rh18gkg5nZjg/eLbi4J7lTjjGPPw3v4y8Xo1+J7/ABDPm5G1q4x8tLHUTm7vtWgMsiqJFAlAUEea4ITIHBwEyRk428nisy0hh0nWr7U7WFY1hRDnfzIXQZUnHzYOM9FwAORWtqFxDFNY2lyxjAZZDCkIKN8rnClRwQGOADisCTWJdTudQtZoZLeKIQb5GIJJiUOegPVtpK9eo6V6U4w503ufLQm5JxRFoWnJpHxX8QSvArXAmicyoFAVUVoQcfxnM24jtnucY5D9oXwVfanoEfiPTdyQ6dNbR6hFFNjzAfKRkAyFDBXQcYIIB5xiu2uZ5l8XnV0jwk1+6oVUlSDjKsdx4yAc+v0rR1nTYda8LXGntGF+122/C9nI2MpIxkuFRs9R685rncE6Uo21udKnUVRSTPij9ofwHLqnxFude062hhk1uyE3kRr+9LIdjIRgkgxkbckYxu7CvCviX8LdLufAo8XPYSBJY4XWyjZfKTG62ZskfKfPt24A/iGegr7F8caV/attpV/AjExXEsayu5IJbdyxBBYAk4HA474rxD4h6HbaV4UfQbY5CXN9ETNyCskiTRDBxyHV+Rn/AF3rXh1n7rlI64c0pJX2Pzz+OOjw3d+t7b6W4tSoMtvbMyFG8vzHjGemG4/4EDzXz3r99rfg74Eax43hijddQnWzub+JFULJMkghjXdgynZHdE7AcHDEj5c/VH7TKaR4f8P3eqwXzNc2mlTzXMk+4SXMqSSQxEBQyg/Z/LbBKrgMOCOfiT4/alZaf8FPC3hWJzJOB53zANhDGqsOp2gtk+mM+9dmX1HUw75vkexQpRo0pVO54Rcy3GsySXUwaQsS8kzDp2z6AVBJMoZk+zbguMDJ7HvitC1sb2cG5hRgCrZeJcL9OOvvmpLXw08bkyfNIAWmj3nCDjGWPHfP4VulFvU8tztr1Klno2p3scVxDAWaWQiGIYJz06dTx3Ga9P8AgN8G/C0fjrTNa+POg6zceDraVpPEVtoFysF3LAFPypM6tHGdxGT8xAB4Fc7o3ivQdDaK4v52kNuQUTaD5nUAFmPQdhkgVleK/idqHjErY3M8kNrbk+VYQSuIiT36/p068U+ZJ6ImzldSdke3ftN+MP2UrfRtU+F/ws8HQaBpVjeG80C1sX/tbUHuJrdG23eoTCNisRxHhFKMdxQHYGb5luJnKBWUkcAHAHOPap7zUGc+X9hWIbsoC3P+e9Vyss0nlqgY8ZO3+lGnXc0Ss2t0SxsNp2L8wbaMNg8dz+HanwyxxxvCy7gwxgEDBHPcHH4U2KKGFcLIrDsD6VDNIWbZN24+UcYojqg9WEs0it5sc4CkfMu37vPpUcTl5FSWcuE5CEngk54HbPFNE6RFomQDIy2Tkn05pwuQ0RDxck846mkxq1kSB3ZpGkfMZ+6QvSnwmckKVaTd1BHHeoba+3MdzggHqW4A9sVI12JFLeevGcEZ5OP50dbNFaStZkz3ksyRwny41XPllVG8k46nqenGakh84qqSZyoyrbMhahtkjZiN4fjIKL1/wq3BG7B1XPJweAf8mhsuEW1qIxxgFiSf4uOx9qjmA2CNlJZWJ6n86kvWE27BSJFVQdi5HQfMT3/xqmJIlnOxASeApH86SbQ56EiYcbAxbPUAjH+NJ5QjbCKPRhk8+9Nlu5UcgxkqeFUUPJHImZ52fHTim1JIluLdupXcyCTeeF5zjOD/AIUglJChmzuHOc4z+VTypGWAV+oyF/w4qJyqqqtIcFemSSef0+lTfXYSTtqIzlH3JKGxk5PQE0K+AE2g4Xc7EdT9KlmtvJt4ppGXbKpIUuCy4OPmA5HtkDI5HFQ7NzENg7jkc4//AF1avLciaUXsOSRrgbdynHO3jrT1kIO+Ll+pLMcCobUB2WPzguTwZAflFJO0SjIYlTkDg/lVJJMxi++hOJ0DfO5UZORnOKV0B+c4wem44J4xVRJ1TL9eOM9+akE6PGS0XIXOWPelsykndE6SpHKBLIAAemOP8DTpDCWMhfOCWG/sCPpVPy5YRufI3DOfu4+vHSmgmQ7A3zY4x3PtU6FKTloXwbdPliMRAbJZQct9eKlGqrDbiNIRkg/M3Jb9KzbWQLcIXVeCQ2V69euOlB5l3SOqyk4HzEflSSTG7xjoaVrqlrPbi0t7eU3TTFnmLgJsxwAMZznPOfwqyxiiXbJGCTj5uuPXishJF3eX56q/8ZBzmr1rOhh4fLZ6sCM03yvchpJ6kgPzK+0sQ2dobAxWppupPLMHKk5ZV5bgc9eKzEWOXoDtB59ataPNcQ3YtrTaA7ABtpJoUm0CS2Who3M8L38sNqpSWJ8AN2HbA96KqXkbWfii3uNQupbWG4mVZ7lYTKyLkBn2qfmwCTjIzjFFDfLo0K7WxalaKGaSIW5C9IxJJyAfU9+/rU1vY2qsiuzAFC2SCuccY/8Ar1DePslkhtrtZEhxukjztY7cnaevXj8PSntLd3kn2pm+eUBlcry/sPT9aad1uNNfDcsSvBLJ5sQZH2kknB3cDsenFJHGsgLNFh2UAgt17Dp0qsHMcjNaRRjav7xy33vfnpVlNke+2ikSRWA2SEAKp9en65FDTWzHzJe7YSeUM7wXVsrlQGYuec8dj24qvd3Fu7G88gqxUlVR+T9D1qYxmdmlkmzLtbJMZVTxxgdaa1vDZKssisxOTgqR0ODUpu2o7LuVhFCrefEu0NjA24LHuBjpj+taelWExVPsdwEkJG9S4yM546YJ46c1QIMeAF2BufMb0JrqfBWlw3epW9nbW43mZV3L0JJ9ue5PGTTs2lqaQXvWR7Bqy3Vl4AtJEnkIuVWU78lhu6McHBHGfyryPxPcLcxS3C4wD5cMS5OVHQ56ZwMnivTfi9qlwbK30i2gaK3t7WKEtv3s7KCAeehO0jAHB/OvNLywu5b2SQhP9H/dMoZcRtyuMDg4xzjOOcmrqytaK3OzEy1UTKsdMMzx2EfliWZ1QF51RW+rk8ADuxxWn4XsbzUdR2Wlk8phjMsywDdsRBudzgHjaAT2AGe4zUnfyFMVrcsJnGE2tkgD1IHB9AOnU1f8PaW1oBd3MTxyDKx/MdxznuQT3P8APpisVrJWOdpW3NHxPexSMmn2saKsKgOIEJjDbQGPXnrgdeh6Vzkn/LQxJ827hzIOOxznr0rpvEEFra2cAZSN6OQ+0KFXHHc59/Q8e1ctqUsUSEEncoUiNk6jHJ9KqqmpBbm1RJHMY4PnEm4rkgY6Hjnd/ng1PpklvueO4AeJbfDRpcDIYj5TnHIBwdvfkZGar22t3j2k1s0mTcOA7sql+GBBBIJGT3BpbdsRSrNJIVCjcA3TnHbJPes9UKKVy3JNFbS7jwW48t1Azngt+Bx+VXdEvI3kaR4QAsiB1bgN1XcM9Tkk+1ZxM4fyL7ykjVg+BGNz+gLdeOODRaXH2eZZZZvMVZcqCSBg+npWi2NE05aFzU7YQ3RxEMnY/PGR047e9Y8vmO7WtuitJIu1SvXluSMdePXtzWz4kYSXCzvj/VgE7cnPpnrjmsRWinE32pQiLBKrtg4xsbgD8B9alx0KkuapY+gPCX/BJ/8A4KA+NfhBpnxy8Ifs36jqWia1EZ9Kjt9QtRdy22OLnyGlDiNhnaSMsBkAgqT4X458AeNPhn4hn8IeN/Cd5pGqwgCex1O2eGRGPC5VgCPav6ofg9bpe+ANFsLiwFvbT+HdOaaziZXEStawsgGzGTj5toGFLAZAB3efftX/ALL/AMHP2ivByfCz9ob4c2fivS445PsNxdTNFPbsxZvNtbiJlkt2+XDKjYJX5lK19BUyWnKipU5e9vqfLyzitDEyhUS5Ufy/RW1yreXHnex3NlsYGQM59OaR2AVkPzjIHrk+nNfoB+3b/wAEQvjZ+z09949/ZsnvviB4IMMb3MCRJ/a+nkbcq8MZP2lA5OHgDEqPmQda+DLqymhldJQFmJKywSRY8rAwQep4OeMZHpXh1aFXDytUVj28PWpYmHPB3/My4kaPMhcjGRvUnjt+uahjJuEUFTtwdqkkZHTrUo3sd0wLgOcKe45/wzT7eFJ0R7UMCB8wPJJPYfWotqax23JUvZ4UluYIvKdiCoQknoBj2GK6LwL8evix8JNTu734aeK5tKlugpuoCkcsMmOhMcisoYf3sAnpnFc0qvFJJAGZVJySqjkY461CssqW4ijwqltwAUZJ9c44/OiLnF3juKaUo8rWh2/jf9qX40/Fixk8M/EDx5PJpUnyyWFrCtpDKOT80cG0OM4+9nHauDhmjuBLcDy3coQCRycjAwD0x6/pVBrYyzOJJJZZDjeckhsU5YI7eHbtYuBkMOTnrg+n0q3zVJXk9TONOMElFWR+gv8AwSW177P8VPhrOYi7293eWZIJAG6C6QFgB1w+R64r+hb9nhivwW8PQl418q2kjjQEjgTy4I644GT9TX81P/BLfxxb+FvjV4Fv5oC0a66Igi4yHKyR7s9CPnGeuBmv6Tf2f9fgvvAlhZQxy7kjmilMsXypsmLgKc4PUNzgAnueKeAhbEM6c7rSrUKUn0il9x0GqfZ4PEvlZ2zi2iabeeGi2Mqhc98Hp6lT2xXPeFlvry/CzxPEx3NICQBGS3O3jP3Q3ByQSOQK0vFt5LB4ptyW+RLGJ4lSLzWjO7e5A5yxPQn0HWovDnnpqM5uVysLyRlVlXb5YfcCpHX5izENnqDxwK65NyrK/c+cUlGLE8Ox3kphsTMjfafMMEKDJjwzA5J7HYPzJroY/wDSIIbT7TugcyCSYYVnBKltvIwNvGewGc5asrTbKa31T94q/vJ5AZVYDgswQEHG3ByMc5H41sR4aNQgaJWicFlXsAcAY9Nwx+GOBzrNcmljSN38J4d4o0vyL828FsGXMwtVBJRFBO3IxyBxjHVuvTFeBftD6EbfxHqiNJJDbmf7XHEJM5Lwkrlj1bcd/XA4FfV3iv7Be6lNp72CkqFZZNuWI+U5wTjqeOP6Cvnv9o/R7m5kgItirraqt/cliAMdQzHrhXX0xjGOK8PH0U6bafU6cPUaa72Pzr/4KKPf6P8As7WXjjS9OSO7vorZ7i4KAuiC3WEjaPTagJz0UdzXwD8fb7TZ7zRhZQRSW66fiMQgCMsMqzqDjIJycV+lf/BV/Q9QHwG0nTdPVorO88Sx2FxcSwmFEPzOrlSuTGRGpBy2QpHc4/KL4o63/aGnaYLMFZYrIRsGbcEC9weeuSaWChKNJxPUhOUsM4tmbqfim2NpHAyo8yACUj5Qx442jgAYPQZPesTUfFGoTQPbOVhgK4ZIhsH5dT+JrNjRYm8zfk4zkk9PemOglTfLKu4vwO+PpXTFciMW1IbLJJcMWkLHHT58jH49M+1I1xFGBHGRu9NvIOMVK0iM5jiXccZBYdfbjpUK26zP/q24Pz4b5jVc1kJRstxx8uMiR3BYjaCByce9RpJFEq3BBw5zn6f/AF6n2eYTCLcbgfuseeeefwqOWE7Uyp5BPrimnfcu2mhHLOrsAzD5CADj0+tQXAaWUKzBuTgc4OfoMVYuQ0bDzbdVIXoNw7fXk1FLIsMheI5YjBjK/wCPaldWEorqV4rySC6LQyFXRT5ZG09RjuMfpVYTx4WGInfyGQ/w+455/SnSqwcyFMK3RinIOfaq8ltPb3Jie2HnL1B4I79varVmrhZqJYt5C7eVtMW4gAMehxjtVyG0vGhjZ8MnO0iRcnB54ByPyrPW4dyXWY8kbxu4GOgzWlFPwTbuXLZLyEj88Gm9RprRXLMREeY5VO5R90HBNaMMaOi263CAswwquAoHoWPT6nA96o2URlYM0W7gYJIwc1evLeeyjIFucSjggcnHofWsnpudNKLepWvleO5e13ZG9lUxyBhx7j731FUoVMf7tnIxwFOTjnPf/wDVUi485pPOKkj5mUbjj61Iz2oxObdE2oR8pIz65yeSaadjCo+Z6Fa4lUMTweNvynH9TUUMjgktvZMZPzjH61bji88ObdCSAWzknj1IqO6S1EhMMbiInCCUqTnHfHHWrW1mZttq6IjcknDqxwPlBI/rQGmnlVfLDEsAuWAI/Gmww5YZOEYnvj8R7e9MSTYzQMVJPVuv4c+tKz6FR5ra6k8VwbgHzAOANwWUU25MRlPlR4xxlmAxTX8wku0QfcApPHTH3qZHLGZPLVwMHBOc8/Sp06BGzVhEYNwD94YbA49uOKVgjfJzuAz94n889akkSRWXLj5hxg8Z7ioysgJXdtzjJJ/lVXd9DJK0rMiVxJKPJAUKp+6OOnXFNixGCwTBHUkf1PepJCc+WCfu8c5/z9KZCi/wkBWYAnPAz/OmH2rpCjO4ZAJJ5XGM+lSQpEkDysjs4A2AdBn8OaiZJjtSfI3LkODjHuKns5BG6uI1mCSA7HY7XGehxzj6UrFLVXIRISpVkP3j8nfP1qTy0UAhGHHHB606RHEhaWIYz1T7vPYD2pGEkrKIj908ZyPw4/rU7sXvcthjwxmTcwO0rggDnr2qezlO8bJhwnzo4647dOtNEDMd03B/urkU2OLy3MjOBkYyM8jsRVatB8zYs2muJf8AR5EIjUll3jJz9KuLclcC6d45ABgnOAfT/wCvWBa3EkMyyAs2DkgH9D7VvHVoruFHiRI0PCKr8L6+tK6UhWfKVtUvvOsgscySNG2QVlPHHbNFBFrPG0bQKD080KM/pRQ23ugjKy0Nq+824iYysHkdAWZznOBjP5fyqS2uLaWLypdzBYQwTG0DHJJ9uKq2t25kKyIsrMmxmdcZAHbPT/61aMEYt7bEjs4lVM7k+XIyfTr0/DsabS2EknIjvhANkUoXzB/H3DH8cfgKeICJEDAAIvAbuM9ODj8KgeO3F98k7vGMMA5yST3Aq5qFzHbxmKOElnIIMhOU9xxUttMptJe6JHJJGZRGRIZIiqMFBwc44PQHjr25x1qGYyYCyOfvEgIfujPT6U8Sury3EMobYeAzdT3IP64FQtcyk5eYOr9XIJ3D3/kP5UArbluz0u5v2CWtuZ2aN2kjUAnYoBJ45AGOa9L+C3h6Q64+u6s6rBpkZkiYglS54VVA6biABk988VxXhy3SZ4QCQGkKsBg7jtyOMcAAHPXPtXsVvFF8PvBZ1Wwkc3FzN58NysICBlwA2GHJ+UjBGDnpTpLmkux34Kim3OWyOI8farf6tcve3TojyyTfKwBQP1xkcZUkj6gVy6kW1pEn2dYjKS8YcZ2xgYJKg85YdTwNmcHNav2yxe3lk1GCeeESh3jiLRu0aniPIzsLZJJUEgIc5rBvtSu9Qdr2eVkR3DLEXPKqAI1YjjaoGeAAckkdqU1KUjKdS8+boGnqj6h5hIYScABNo24x/n8K7TRNPga3mR9iuCPIhySvHylsD0HA+uea46W2mtfJCOgdiJFUKGMahuM45GSOa7aDWbmW2hVnDOpziR2w2OM4x+taUIpJsjms9tSh48v7vWtRt9T1e9klI3Luz5gCgDCr0AUADjAHHTvXEXMc0PmWjqwVtqvEcfOwPHXJ/wD113mq2o1CeGDeil5NqqsZyx47k/KCPWuM1aRnlEMyL5kKCMBF+UDczFyx+8cnbnvgdqVZXd0jKLbbK5PlMsMihNq7nYJwpPc9qke5/emCBg20BmUDAP0Pb8Kq3TRzBBKWKk43BsjOec44/P61ZYWkOoPErtGpk2kqxfC9MkgDP4AZrnfNc3SaSsWNOZHDb8q5IEcmNzOecDk4GQc56YFE6wC289WBKqxbqQyqMHHTP9fpVS5uPLmTyWBxHkuBljnoMfTFXPtVxJpgtQrgkExAYAHHJz1PtnjPatE1Jamsbrc2NajKQy2CXMU7WrYaWCQOj8LyuDyOf0Nc/ZXCWOpx3Eqg7ZcrK5GOOvXv7dK6LwJJaX32SyuLONzO7I4YfLjDHjHPHXIx0rlJ0a3vAxiaN0kyvT5T6HPp09PWplqLaV2f0n/8ErPijD8V/wDgnn8I/HV5erdai+g/2NcqJY3dJtMlezfIJU5dEt5Ce25Rn5q928WLa6nY/wBnDU2ZILky2+QEJkyvlsuVyilcA9cB2J56fkn/AMG837W1lbatrf7Hmva35V1rRl1/wbG0QYG4ht8X1uTwP3kEELqAR80LEZJr9aZtSsIbdm0q+V4I4XabaoVYjkZfDKQcHPPl8MOSdoz9hl1eOJwMb7o+NzjDfV8xko7PX7zlNKeWxuTp+qxmK7huCIknOPKKlskt03AqfY4yOor8zv8Ags7/AME6bX4xfHjwD4h/Zz8G2Nn4u8baP4in1dI1ESazLYRRXUEhAUIJ5LdpzvOA5QbuQN36c+INHn8Q6XHpywbdQhuJDYXKvuWSNSkYhY72BYsNytkYwQccV55pEVz4w+Nuh67qFh82iabfG2uSSv7y5gjiI5HQxxNlenSscXTdeKpz6/1ocWHxFTCV/adOx/NN428E+JvAHiC78KeM9Du9N1KykKXdpe2zxyI/Qggj17jg9s1mwo0Nt5ZcsUywVEyzHjCg9up5PTB9a/og/wCCmH/BK34d/t/+Ef7c0a+sdC8e6ZZmHQNdmUrFcEuriKcr1yqlA5B25JOSDn8Ifjh8A/iP+zf8QdV+EHxf8Hy6HrWjytBN9sJBZ9xKuMfLgowIwehUkjOK+fxmFnhZ913PrsDi6GOhdOz7HBXSB5N4jPl8bd3GD2H48Clh0qd3M7qE82TaoOSSw4Py4J7itHTIDZQyXNrHLNKYyIkBA3t3HGeT09PXjNftT4D/AGEvg5+xl8BvA/hn4aeDbK/8b+LfC0Oq+NfHl9Ikt5O08ZX7FCC5SzijdnXCFc+UC5Ykis6NF1WPE11hYpvU/EHXvCOt+HWjk1XT7i2lcLJGJAuGBVWUAjPO1lOOoyAcHOMl3uoLom8jJdiSQSDn8ulfrZ8Ufg98PvHGgy2PiiwtdVS8DxymS0IdfmXbKsnDKejZBHAH96vy2+Ivhy5+G3xC1Xwi9yl1/ZN7NYfaAFHmAZXfxnaWAzkc84zTrUHTt2ObCY+OLukrSXQ9O/ZC1m40fxFpM1moD2uswuixyAE/voyevqoI47E1/U98GbGSy0ZoPlIt9XvElLEbmYynKnjGMqeOor+Uz9j2KHVPHdvpl4QyG6R5CQcEDnt2+XvX9XPw7lW31bXdNF6juuvTukCyD91HuwOik/xEn65Fb5eoKcjrzZ1PqdJvbUl8fhbbxbYqz+XF9hAjWNMMv75t3I6/cUYGTwTxS+G/Llvb77L8sruJ5bcIFUfOxGCCATgD73Pzgc07xvcD+1dMkmjaaOFHWQj5OmDgHdn+ID0ORmqngbUTfw3MGC228JZBt+ZMcD5c7M4z2PUZxVSko4mzPDtzUdDo1hhjMpLliZiX3/IVZu+31YDGD25FTRkC3QyBvNcOhYAE7A/Qjp29eg96jTznuJNryHzEXcWHOR6/MQPwJHtT7G2kW1WN5GQnL8jkZCfMFx1+XHYc11YqKSua05WRyEsiWvi26tI9+JrXPnrDuaNjEgA/76BBzgYGQc15P8ePC9tqskGoxQOlrI0krQhtqTO1uvO4cAkqCSccu2K9f1bT4G8XabcQN5UFzZlC3l72TDEKSNw5JAbJ6EY9q474otZaPcaPqE8oJa8R5SHGGY/dG49ASpGOvPvXJh8PHExcZdCqk3Skmup+Zv8AwW8VtH+BF7olxGUR/G9skt41up8oRwOhbZGAFBMaoqDhQwUdGNfjh4tNvcWdpe2zxMJTIkULNhuAG3HIxt64Gc5GMdM/sJ/wWfvLe++AHiTw3bWMBbT9fsb5I7eMs7EMY2zGMgZ3tli2RyeScj8cdXKy+H7NSQ215AgIJ3DOSTkeoFcfJyVJR7HpYab9jfuYdziNVjdC5Y5wOo+tVirW8UcckgEgy33sgHsPen3UkzAqoG8gghGyfwqRdCvZwd9uUXACs4wMH3PSm9zW9iGJZr6ceUMMSxyzDt396mtrRhsiSKSSYjKrGfwP6d+laNvpGmeasfnNJIPlKqcDOOpLYGK04LvS9Dllksm86Xb8iQMGUZXBy+OfwHHah6FQsnsdb8F/gx4V8TXGpQ+O4NcW5ax26FbaPHCqC5ZsB7qSXPlwIPnJVGJweUHNYX7Q2l6HpPxIvbfRtHs9KtlMYSw067M8MWI1DFZAzbgzAt143YwOgytZ+KvjfUNDtfDmoeLrhNMtIXittOto1ijCtIZCG2AeYSzMcvkjPBHFcvc38ty+wyqqPw4A5C+mf6Cm+ZxUS1aL0GX97EAUXCjbzjox+lV450bKSQmMEZ8wrkfyqO6O4BYMnKjc/IGeuPpUV1m3n8p12buGUN1+opct9GZuerb6Elxd2yIfKk77VUrntVKC5RoczYBBADAfoRSs2xldiQi5GFOc+9MtAjPtZgHIIGP88fjVJdB6XuSvE8asXYtuwVO0nrVu3idI4jIvU8YIyvP+NVvs85h8sXWQ+PLAPJ/LjirFvHGRuR0kA43DqT1PHejYdrPyNnS7C6QCWM4CDIYJ2/EUuqz3aQKj73CglFJOMnrjJwB0PFa7IiwyNAqcBRG4bIIx6dawLuVDLtdF2k4Mh5JqVrudFuWFkVX2gAPggdSB1+vekklt5I/KR8sTyQoGfoKZc3se8sFLtjgHjvjNMt3eQhFTcXYBUXqxz2+p4oSd7HO1rqWd2FOxtw5x+85NRlI5EJ3HcOcBent1pXR1nNq8WyWJijqy4KEHnPvximyNCsxT5hlfunqf61XUz5V0Qi5baenzZ+YDg96ikeBZyZpQyl/mwcEjP5U6VmJMbPuU87uuKiuFk2lUG3BGVbv6ChKw2mmu5OJYxBtKBecMpPHtimajaXtncQNOY1WeNZYdrqx2HpnaTtPXg4PtVc3W+BIWVA6MRvVCGbkH5jnGBgY470NneGY5/vHPbpRa2xd7PzNJJ0nt/Jx820fMo5/+vVcRzLIsQAO4EL0Uc+tJpjguXiDkAY+Tr7Hn1PFWtUCDCyPtZRgxyKysp9x2rPaYS1iUJuCVDYPQjocU1B83ynK7eoGPwolkXeWxt6Abe5/Gn7EkU72A28tk9f8A6/tWj1RktdGLvVYMSNu47qPy9qIXJIddwYHlBjn8aJpNzKGkVgqjBwAPxx1oQykM2Rt9+30qbB1LHk3UrbdvAyxIYDd/jUZnSRgGGAenHSpGIuZhHAoBbARQT+eD6021jzN5E07KMkFVQNls8Dr0oTtoU+XlNTw54Z1LxHeLaWjDdIQoLZx+B6CoNc0ttLuXs3lJMZwSFwM16T8LoRY6TJdsgYbTjYPT2xxXC+NLm2bU2aOPaCR8u7Nc0KznV5TRQTi5MwvNRRk7Tk5JI607S71bWbdIN8chwxLY59frVeZnMmFIAPAYnoPwqRbZEs/tD3BV2k2gBc4GPXrXTJK9yG+ZWRqmSSZPIDpkHDYH60Vj293OAVQBsD5Sy4xRR7yFGMXsdxFb2BYNGohUxbXLShmDhV3NgcgHIxx2+8amtJm+0vM2Nyrje5VgvQDg8Z96rxy2xXbEoL4O/bxyCx5wOetL59pH5aFJTIoJn3n5Sctgrt5UYAyDkk8indXuRG6Vhb6WOSWOaBHXBxMp4BHbH1p5ljLoJzswh8zqPX5sDn/65o1S8tEs/ORQhf5jk5CjoMDGBWVHNJOzDeXfbyOCCo9+3r+FDbtoVdXszQkk8qQxonT7u5MFc8jPvirOl27TuDMSEYj52XOB3PX9OlQCOeWIMY8mRiRknJ4znPfirCrHBbiJIicPlCDnjHXP41CaYLR6dTu/hV4aTXZobcbUJO+QFSM4HGO/8PpzXbfFrXGKt4fXzFghTPlMCoPyhjn1A+tYfwxkOlaZJq0lxb26xQSSDzScyMEYiNeTlslVA6cnJGKyvE2rmaaWyW5JVxtddpAOSDgn+IZx2xWztGndbs9JVYwo8vUx43GoXP2eRiY5U2mIjBwBnJPcZHQA8VgXEm69W5MgVAMxgEfKD+HX+XFbFoXfUZpFUqVwx3sQZcMBt9AOpJPRQevFZOtSxpeTGEFoxMfKwwIYEZUfTBH0rBa3OB6+RLYG4kudqOd5bI2Z5PbOfb8q62SSK6hW7uXG1YtygPnLZGAvBHY8/WuT8NW3mO18WWQW43SMV4O5wv4+ta94zTpbXMl0VQFy6OSu0DAXGTkjG4nOMZq4S5UP0Ni916KXTpJFtSTHFiL5jwT19f0rjjdwWM73ksAMm1wpdskFlK/pn/PWumu3iuLBPMdNiKD5YPU4IA6jHr+FcXqt2DcuZWTOCqDGc+uSO9aVmpO6M6fM5Nsb5iST72kAyu3j69j/AIUNelZFlijJYNtKvj5gOmepxUEckQQCEFTtILE/eAJ6f3eO1KLhnRYI1OWPyxgnAHTtXO3dnVG7RJDcyvKZ/OYnIYljhc56j09h+FW5Lh4rTc8pBDnIHXB6e/XtjNU7qJ1vHsWjdTG+GViCQw7H6elXIpZri3htZAiiGErGI1XJyckk/wAR6dc4AwOKqKbVxqWtzb8Jyy6hH5aaiImgdIreOUja0WWkZSewDjf3JLnPSsTUg9xeOVk3uqsJG3K2STngD2I65wQa1tAb7BbT3eGTCsiNlvXB/Tg46Vkvf4v0njiWNFPyqF6DOTwT7n1zUSTTsEpWp67nTfAn4seNPgN8QdH+Mvw21iK01nQLrzrCUp8mDlWVgQdylGKng5BI6cV/Rn+zL+0d4B/a+/Z38M/G7wAZNOh8RWD3MdpFM8j2d5G/2a7tUDMsgEVzFIoK7iYzH2zj+bM2KWQe9RlYM5ZXB3YVgRkjoOp69QM1+lH/AAbq/tWSaB4o8W/sZ+KvLkt9fhbXPBUM0hDpqEURF9CpBAO+2XeAcjfETjLGvVyjE+xxHK9n0PMzTDOrheeK1R+rmpX1xYa5O0zxG6iWFrZY8l4wVwyuGxJh3GSvzHnOADxU1L7Jeaa3jLw1aiN45Ql9aeUUMT4ceYEcA7GYEcAfMoxkZNT3t1e2WkxeGNVnkvLUAjy7m23mBjwAyMgTnhh5eMZ2knFUNGefwjeyzeUk8M8nlalaRoYxIAhVTgFsYDnHIHPTqK+nnSdWPL16HyclHl1Os8MeIbfWLi0dvnjXEbIW4kK4OAOp47A55NfKf/BXL9gGH9tP4G23inwZcRJ478FWs9xpUU04WPU4iEae325CxPtRGWTA3GMKdxwK+g9PdfD2q2n+kmS3k8s2935nyMzoWKkgnBPPAJ4HOK7G1mtPEBsYYdUht1VULXTq2xTvxuKgdBx6frXm1YQqRcKmhnQqVsNWU6bP5aNY8Na18OtcufD2q2stjd2MstvK5OGgkQ7XBPIJXoccc1+hXwv/AOCs3w8+IH7PPh3wL8Y/Et7pnjHwlosulWk/2QtaaxA8wWHe6KoszbQqMIqv5ryMxZSPm6H/AILWfsHvqujW/wC2j8MNAewtLiPb4y0uWMxtbO54vWHQfKqRuMFssme9fltLJJZzw31nI3nQSArI0YIQg5Bw3DZxkgjGe1eD++wlTl/r1Ps4OhmFHna16+R+h/jj9rn4B/DrwVfa3rPxL0rVdVitp00Twxotw1xPd3asyr5zqPLt4VkCyOXbeyDCrk5H5s+KvEWs+OvFuoeKNbulnvtUvZLm7nCBPMlkYszYHABZjwBgdBwKdPbxJb+ZH5ayCUq6spDlccE5+XHUDHPXjGKgkaGaBnjAWQSE+bu4Gecc/ieves69epWleQsPgqWG+DVvdv8AI9b/AGQ4NSstUudY4XTLBvNuWnuVjh+0MjBFUOw8yRwjABcnah7DNf1G/AzxLF4jNr4i0+486HXLKK++0SRBTIGgEisw6BmyCQT8rNtAwMV/K5+zPqdunjywTU1+WCUKh2q3lhg+4qDwvJDcenPFf02/sL+I7jxD8DPBF/Iys1tpdorRx/cJFvCoyc4/hAJHOQxzWdCq41tDuzSPNlFK/STXydj1z4oW4N7YTYEcab0zlsOCIjn14cHPGT071T+Hd5pSw6lbeWhki1N0mCKd+VjXaXBJHIYcYwMHPWr/AMRo3XRLS6t7lQttf4uJVT5U3LtAz3JyOe2a5z4ZRLeR6rOgkZZtRuDdATkoxUqSMbcfKB1zz3roqSvi4vuj5+Kfsnc9FuDF9pjcRMD5THJzuBMm3kjofTPp70+yubeeWNBDtVeVCY5DLkgDPykM2CPTBOAQTDKSsW+eVZvLCIEAADhmkyM5OP8A9WOORl27tn7UH3gKxQpGN2MpuAUEbegGAOwPQA16GIm1FIxjdrQh1UmO5tJpJHKo0isUdt2GCnORk9hj+leT/tPrd2/hyyvRlvJ1WJUMabQCpcqScdThjk4xgV63fgq8ZniZtokEq4+bBU5xzj0H8q84+OBt9U8Ktpd3eqix6pE7szFtv+s39eRkuPm44B454zw9TkpymhypqdSEXqfmN/wWKslb4O+PdZtoURj9kha8dCCyC5t5ZG9S52GNegAL+tfjsby5XR/+Ec2CO3vJ47mVyy5YRh9uWxuGCTxxnuDxX66/8Fhdcew+BXjuTUZHH2rVrIWoEqrk7kjEbAqS3I3cMOMn2r8hbpntWhihkw6JuBwPlJbIz6/U+30ryfae1qTl3Z7eHp8tBIt40uxia4sLdYyZMF8gsg7AYz+fvWdq2tW9zdySxxFmkYERhSFUqOvPWqc/2lVUnqqnG447+lVriZgqzRx5ZeuVH+f0oStubX0ViSfU2efbPOSAMRptP/1sVTOoiZmcEAkjdtJ7Z7/lRMXISWVlHb5UHHscVHJGyqqpCc9Rx0qkklqS73uiSExtKksrnyxjcBznI44pt0okIht4Qwjy7sDgt09aZLp8yBmuYztPCkjpxnimy6QzoC5lTd0XyuoxTuhpSaYy1R7kbJQGUtwc8rVa7tlhk2wJ8yNjaD/LNXGtJEj8r2G4k4OKi1LTzZzGG5Dq6DEqlsbT05GfWq0Y73WqM8QgAqkgULkEDg5+tJAjiNszkkHKlMDb/wDrqyIkeYwvKPu4CsMk/lUUseYVxgEDG3B596exKkrOxIkIt5lU7JSygscdcjOMmr9tFcXFs83l+XEh+ZjHkJ+P4dKzIZMliku4g8O3fPOcVoRfvGhEyOEAyEL4/E9u9S9wOnW4NrpQlWMMChJBx8p6Cuc1O9mkjW2lO6NG3oiqAAxxk+/3V65x2xXRt5H2MpBIZBjK5GTjtn0/Oue1C0KNuxhDnbgZ7dKlNOV2dUnzU1boZ6WuH82Vi4JHIXpU3lZURI25T1IOMc/4UiwTCX5XGf4ugIpS8aS7XU56BRzk1TlZnM4tobFOsQIDgKpwhxUdxcSzHa4BVupPJ+nFTXE6GJgrZUYBA71Hi3wiMcFcnjoPrTVugLmtYSFWEbSYDMnIJwCc+gqSQARFpFw2cKO2fXjrRvAJAVlABIweD+H6UOEnl2iTBAXHyn8qLkt+8k3cppG7SZcLk/7P5VYWJHjH7zGMjOMcfjUcoCNgFgG+7gVOk4zsgyCV53DGQe2f1pk8z5rIYwLOIxGACx3ZHf1p6GQloymXAycjB98e+KfEm3aNoLbiC3tThnzC8JLFVGd3ynr7nn8Km6uUl0b1IJ3hiO7YcHsGzikB/dOytyQMZP8AL0p13K11OZCvOOPY/lTIW8v7/HI3/NjPtTirIl6PUhQhl2E8n+XvxViEYiOFBx0B4/8A10x4R9p3bvlxnk8Upk2h8oUIAwDQC13JbYQ58m6leMMhPyjPzdgfanWJ8qZMMoORnjG2oII0myzykEn5UK1YhiXzUjaVs/xMVyPxxSk1swsmz1bwjcfYvCM1wkbFWt/mJAxnPHPU1514ku2n1WRiys4zgk/4V6T9nitfCUZjB3GFcjfjnrx615frO64v5ZlRn3PnAHI+tcGHUZVZSR0yTVJIz2A3CQgDDfMR/nmmXMMht1mMsRVmKqrSfMMeozwPSm7UyRHxz1B4/WkVJIpwRySDtJHI6ZOfwrv6nM1s+wp2N83lED+6BnFFSRhIyBvBYkkgtyfrRRpHRA3J6nWoApbMQ2qpLEKOeOtWzpDiRnVEMW/5XVSQ2B0U8VAGSC4fZJ5qAkKUyAQOAfmA47468VtrqlqssZjRogIk/cjJG7AXPXknGc0r2jdCcnJmPr8VwrrJIpQ7PkXAUkdM8+nT8Kq6fbmW7RLPc0ca/ekUAufwP9fetbU7SLUQZ3kdsEoH6svfA55pkMcEGZ4UAJXgZ6H8epquhUYp7j7do8hQjMS20AL7Y5/x71u+AtCj1658pUKncAkm/hEH3iw9R1rAsrYahM0+CqrhgYzwuTjLADjqK9J8KxRaL4ZtIBZW8U06NNc3Bc7nDYKKwyQdoAOAAfn5pRjd2ZtBKUtdi2lrBp1rLewXTG2Q7YbZ1JJUsxyR6EszfjXL69qq2MUkgmQyytmRl5xnnGe3Oa0vF+uC2sksbQ7EC5dmGAFB+6PQE8nHSuP1C53xhpG/dFyHyACAOx/MfyqpKL2HOSb5UJFKlzMIUb+MlgQRhc4A57k1EVt3eSd2DANt2jCgk8H/AA/Oq0oNu5umGwklSNoz/jnqT9Pxp17Pa3M4g063eFI0UIjsCd4UbmJA5OckY7EDnrUO6SJilzGpp10FgS6ithDEiiMopJ5AI8xv9onJA6Age9WEu7NLktd2RRsMSWd+VwAowTwF56AFs5JNUI7qOK1gsoVPzPmZd4AHZfqcZJ9e1VtXnmtz9nhIIJ4wcbvemorqZybvc0rnUVuJHkd38yQZaTJyx9MDgY9qzry1MMrPDNmXdiMscIFAyevOfbpUCzzLggFdo+Zz8w5HWpJJDeoY1KglcDocEe3vUVFqVCz1SKkiTsytJEVH8IAwevr0FT2wv4syQqSycncQoXPGecHNV57KYXLSyuyMzkFAMkEDuDwRV4WE5ZA7sCQoAZAQcg8n0qYo6b6CRadNbSpHJMHkZfMfpuGQcY56cH+taNlZEmR3k2BADICOSCOozwT7n1FO1Cbw5o93JqKW7WvyRCysJmacEeUFlLSDYeWy6rjHzYyQuTjXGv2+o7reTzI7UKwFwVySQOBt6A9Ov17YqkrEOyXoLresrLb/AGOEbfNOSjOefx/KqVsrPISobcy7UBjzk+pwfr+VUIHlmnBIIIBI55XAOMZ61chke3RS14VOTtGd23B9B6/40WujPmlKXMdNo8n2qw8iQgmCPDFScsD7+x/ma6P4N/FT4ifA74kaR8YfhR4lfQPEvhy7+06NqMR5ifBVhjJBR1YowwflY9+RxvhS8EFzFJ5cgMxKbznYQMDI4GMZxxmtPVxc6fqn7tGlQxruiIACnJGOQcnHfk+9Zy5+ZNPY76PLOL5j+kj9mH9qHwX+3B+znoX7QHw7s5bSHU4xba9pSyCX+xr+EbZbdyxTcARlW5Loynkmui8VW3iKyvIbTVdKWLzomFvKGDbwxHRZCu37nX5iPbNfhf8A8Ewf2+NZ/Yv+Op0/xVNcz+APEuoww+J4VVgdOujHJBb6kueFaPewdDjdGG53RrX7seJptD8SaLp940I1rQ/7OV9IfRrgyo6yqhidQFkkZXiRZAwYIUjB5LGvscDjliaCf2lv/mfFZlgFhqzaXuvb/IXwpqlvc6Vc6J4nuvsxhlD6VcXcxDQSFRtC+YBhGKbdpfA2g9BRp2rHTrdNFvEkeWBCYkjJ3+YApcA+gLJg8qWyFz1rNbSrEWyXGma3awJMElESSCMF1LMuBICFChmHygZJPtUl+fEmr6cmrWUwl1W3X96bUJCXDHDFCFOCygAv8u1iu05fjrr0vaUnJHhTbS5tTU8T+CfDHxK8L33w/wDFGmpc6ZJCbdIGAdXi2lAH39VbceD6AnNfgt/wVe/YHk/Yf+PEkWkWEx8I+JJJpfDMokcrCyffh3NlnVW2kHowJXPGT+9Pg7xXZDRIr+zXJtkykRUJ524lHkBZgAF98AKD6GvOf+ChH7M/g79r39m24+Gni8/Z/tDx3NrqUUAaW3nX5oypPKknPpwpU968zE0YYii4vdbM68vx31SunL4OqR/NfqM9pLbrJGXaV2bzhtAGQeMY7YxnPes62UXJYbX2KdoHJ+bry3rgdq/RrxL/AME0v2W/h9Y3eh36eMNR1aLS4Ijqt1qsMMcGoZJmkWCOF98QVlVULqf3ZY/eAHx5+1B+zDqP7P2v2L22pnUdK1Is1pflNhSVQC0bLz8wBHPQivBlRlTV2fWU8zwtaqqcN+nmcn8GrgaR4zNxOuEYorKr/OWyPlXg4JzgHkDPIIr+kv8A4Jc+L4fEPwG8M2OkkRW5tbeeCF5hM6I08iAFlADkFSucYx2HQfzN+DtS/sbx/bT6raGWKK6Hm2xmaPepU8blG4D3HPFf0G/8EJ/iRJ44+AGiW8utRXN1ZPe6YisFUpFBdxyjKqCfmSZyM/eOeeDWCtCUZX62OvGScstlHqmfoN4oVbXQL+EnbHBKrgq6qQQWZDhgcn5weR/DnrXNfDGKW31S+tYpSImQtuaJvkj2ls478cEDkhjgEnjpvHAkXQ7mzjiVjPGzW8ZG0MFQcjJ3nJII5zhecLk1heC7qBpZrhYIQN4Yx4bco2jbuxhRnAICnORyBnFdTv7ePkeNUcvZXfU6yRJPs7xsMTGGMyhwMliWPTOBt6YHTPvWNEiS6gVdgQSPLVv9pWLKRjqCEIPvgV0N1IsjSyRzLIuUMRQFg5K5UKc84IGfr0A5ON5unw6ypW4QQo5M42KVKg8Z/hJy49/qBXZiJTlFcqbOeMqadm0QahAIWgjurgqENw1y4xyPJUqAB9OnWvGvjkLhfCF7aXjN5N2InaQsADEJVQhfUfvifrivc9SwJVZLlfOVJxGTGcFjEQAxYc5APU8j8q8D/agE9jorXkEsMc97cA3oJJ8shS0WMgYXCfd2gc52/wAVeZipOGHaaaudWFcJYiLTPzH/AOCzOsabpvwG1zRhqZhuJ7+zLy/YxKbt2hhLI5BHkqHaTa4U/dU9eK/I/VbowGPTzfGVIgwt9x+TBbJ2g4IBPPIHSv0k/wCCzWqasvhi00zw/Mxsf7VUX1w+1TLJ5abEjU/OBtVmJyByeAQc/mjdyFPKntpjlF5YjGM/kO5rgwUf3Tfme1PmsiGYloPIjYtwNzNkBMd/eoHWFkHlEDJPKqQP8npSzTNsJgPJ43FQMH6elRR+e21VkYuxACgHkmu3lXcxbta5KLdVbdPJ2BG9iPT+tWR/pcrQQs8jEnD5JwR1pz6DqsEBuNQiMEXAJdwST+favS/hR4k0r4YeEry6vdP02C/1aFJLPVtTs5J3sXhZpInhhV1SR2cBcusgQNkrxmm+5aqW2H/DH9jX4hfEHwFcfFnXNXtPDnhpbVpdO1fWo3VdYKyNE8VioUfaXV0ZGIKoGG0uCQDxPxD8O6L4N8cXfhzw/q15e2VnIFhnv7RYZnGwZZo1ZwnzEgDceAD3rtfH/wC158T/ABgl5DP4ilkur+4FzqGr35EtzLNsCN5bMCIVOT8q46DAGBXlU2uOElf7GJprggvLMSXwDng9iRwc54qXG+o4Sd7uxT1W4kV2XIO05DBQGPY5rKuL/wAviGVeM/KRz+oqW7knndihGf4j1L/h2qtJctayyRxSFzIoU5AwR1x0q4xsiJzUnct6Vf6baXclzfaWLhFt2Gx7goGdlKq2QMnaTkgY3YxnBqtOIZYo5JVyNuGDMSc+9NiLRRMHiVXOGUEZ3ZHA4496JJJmxJHIU3DkqQfbpTauKLSFi8xI8gMCQO3J4zwe4+lWoWXasbBgcZyT0H071BbbmkRJLklY1OOOQOuD68+v0q5eQTadcfZ53UyLwQkivtBAIIZSVPXsTjp1zSb6IIq+qOq0KwGp6T5wJjRAF83IODj2rJudNkEDzysFVXxuUjk+gGf1xWv8Pb2aezl0ksWSOInG45wT79s1n+ILKSKXbHITkHa2w/MB6Hv3FQ1c648vImZEqQTzrsghQLEFDRqfmYZyTknk57YHHQVXuYxH8x4X+L3q3PGgeQW+50BwsjIASOnY4HNQTPLawqtxHkspZcMDkA9T3H0P5URd5amUlYqLJ8+XLH5dq/LxUyRwQxNHPG5yc+agII/2cdDn17VAZYivmBGQ7jlSwIA7YJ60/e07tFGcqe56fma0vcy0hsEcrZEg8sdRgD5v/r1ONkkQkc9GPBPt/P2qugRgrO6nGclT9aWUyx7Fjdtv3ipY4Jx1pO+wr+9ckNvDdObTJVFXcxC5xjt/n60JaTxxgSTcL3OefanTTJErhiCCAAd2NuPT1pq3jxyYVwc9Dj/P0oQ/d1FyyZWXPAxw2QR+tDNFcEiI5yMfQd6C6twzgueeB0/KmZ2jzUGc/Kc560PXcUdCzFDEcCVMnOOOoPp71BewmOR3VGC5B3Y59/ypYruSTCIB945+bt61PdQmSABgWwflI65pXd7tj1aK6Sq4O4kleoFRvcSPiMR5AyTnggGlBcXTRlwB0IHJ/Q8U4/eRQm4n7vNNLUnpYbGvlp5pUAkcrkgfjTkCTPGEZlwfnYHrUkkSSSGKM/IpyfQn39Kk0+FXvY1jbafMUcjPGfyqZONtQs0ehy6ndweGFtblAEMY2sAMcDAHX0rz4vFKJ2eIktwp3YC89TxyK73xPDa22ilI33FI1wFXAGffvXnzyMIn2yKNzHKjtXLhmnex01PhirkBkiZtsYUEnGQO3rx1pLVwl9GzT+UqscyOhIHHX5eaY8QkARWAPYq2KfCsUZYyKHYH5+305rsRyyXvWZH9nuZroFVJZjhCPQd+lFXob+wtwskcZOGycscMPXiileQlCD3OiiKomUQhmUktuPXuantVlmYBMh9uNqZ+bPPPNQfaIzdCGCJiqKBJukLB2OeR7dse2asWsixI0ZuCMLliB15/WqWgrK9ywGleBkLHEmeV5JFZ11MtqjWhfMjnpu5X35q9IZmi3/Zss7bk3HBA7YIP86z7hWmneUsFCtyAcnPoKSvezC6v7pseDoPtl8/nP5VtHiSfYedinOPqeB9TXZz3mqTiO4vpCUZdsEagAFVz0GOgPrz71z3hTTzbac00v37h1TaxyyBSCT7ZIFa00epsZls4HkeGBppzFEW8mMDLOxHRQOSx49e2as7aHTB+7r0M66uUub7MoUnuWO4Lj6/SoNdiM6RtBAqqOAAwJx1LZP41Yl8p7ie5sbUwQjIiiZ9xTj7ueMnIYk+3vUF3aXcjSWyISsMTSNIcnCjkk4zhcc/lRbTXczvJvUoWi21np5ubuAyO3EaY42ZJ9M9aqQNIjswk2sF3JkYHBJ5/PFX7tihEQBBiyMKQcHjtn2x+dQy2Uph8ydc73BLAdT25HbPp3qbSEmk9WGipZGVbnU5d0R/giPzOBzn2z6+/HNT3dos5d4VjKrIMEnAwT09emBk88ZqOSaUAx7UQk4yD93vntT7RpJ5GgXnd8w67vyHcjildIcIc0tUZ14/lS/up2HU42YJzjnNTWejTOryXMghXJy7rgZHv9P5g1cW4trO4MNvpn22bIABYjDdO/X6d6Z4yTVpr19R8aa1unncySQsCWy3UADOOSSc4qbO90b2SXckPibTLIRnQ9NSS7W2VCQSUJXOZDvzl26k8DgADgZpW1x4z8QSExRNgrwEXYCfTPp34pmn3M8y7/D2jFhtIM0o+UcccnjBPHNTXM+uybotW8TMArfOkIznHAwRgAe3f0NUrdRuTe23l/mWrb4fXE189xrHiKxikaQmVLmXzORwSSxweSe9Tv4K+Hen26i58WPdFzytnBknk5z256e/pWDcPpUJMYnSeRuWLucH67eCPxpw14QwK9hbxJtbDYiLEj1yeD6ADkYpNaGblTUrWub954T8FJp0mo6fcTt83zfaEYYJznGOMfTg1y2oyWUIaS2J2bhuQtyOO/wBcU+417UL2OS2lvJCGYbohxwM4zzj/APXVYed9iS4LYleR/JYyBQgjAYn3POMHknpmmr2M52voO0+/ltrgXgTy2jfJZQWJ9ufyr1DxnbQ3nhu112GErHNGDJFG3KFRnBP48fjXlNpcMV3BwzM2VVhkqRyevIr2j4TyWXjjwRqfgfUb9RfWcCS2inc73ALZJXaCAUVifmwMdMnijkblY7cJNSfLc8wt76S0RbfarB8t5p4Kn3HbPQ8d6/Vz/ghd/wAFJ73U7Vf2N/j34+m+2WjQy/Ce4vUQxiICZptPZjG5LgSiSAyB/kR41IG0V+VHiXTb+DVrsT6WI0iYMywphFBzjAOSBn3PSmaZ4p1jTdct9d03VbqC7tZoZbO7iciS3eMqUdTn+EopH+6KrC1nhqymvmYYuh7eDpzP6n7bwdOsJurvUbj7HZwO7SxTgyKFVm2NGkm0Fm+UKqL99cgGuZTxBe+E7+K8fUWIeIx6nZ3k6QyDYjZjK+WokZXYAAO2dg6g18o/8EeP+Cj+ofttfDq6+Fvxh1Jf+FoeDrZJNQ1JYtg1zTzMQuolUwFljBRJcY3blk4JavtI2l3qlzLaX3lTLdMghkuysWxSACMjIIwqgYAwdxw2K+6w1aOKpc9PZ/mfC4vD1MPN06n9I5rxKlj4S8a/YrS8Y2Iih8pROXSx89Ip5IWbphj5Tgr94OFBwSDrWdtd+INIuItQmbynjjWGOYKhf960aHax4+YKwyeAcnuTk6TZWusQSeAtS05orG9x5E32IhkunWJVJKtkkqiIM9ioGM1h+GvG1/4esdd8N+Ir1m1GwkLagGGPMw+6Tbj1GSNuVwMA4IrjrYb2a13PLm1Tqcj26Hz1+1j8LNI0251Hxro0zu8csbX6LGyiSMwRuJlyMk9ecc8jkDNfm5/wUb+JGgnwroPgG11Jbm6a9kvbkKo2wgRCOMH3O+Q9ewFfsJ8U9PsfElo84sXd5YI0a4jVNpiAk2KQD/CHC9umK/KL/gpr+xRqE9rH8Vvh5pT3moWyXMmu2yM/mRW6EssqjptVSxIGcBGJwATXjV6f7pyij0MprUo42ManyPhS1uYhqIuLi62ul2vlxNGpAUjBZmBzxgDZg55wR0r9of8Ag35l0fSLHxDZReKo9WtLbxW9tBeQo8QuP3YZJRG+DGJAina44Bw3ORX4j6XfLBepeG1bKoQCTk7vRvTjn8hX6x/8G7XjHTtO8e+K7OaV2Nw1peSK8h2s4juAoUAEls8EAjPmZOAhNeJXjen6Nfmfa1ZOVCdj94PE1ve3tlcaYqQxM6NmLaXZMxn5iduTuJ4x1x0Fc14XW5sdNZYPE0aXNzL5saxeX5jwjfGjqGByN77sYOQvPVa21lOoWEbRieSC9sjLJE0wkwy4KRk4BZQdysW6kDtmuY8NG++2tYafZuZ4FltSkkTIqF8ELE5P7sjkjcMFkzk8V6VRcleMnqmfOqv7SlytWa8zqDFDIs9u2uujLmJ5AufnbMgRSwyQD3H3hgNyBVlRNYYnuNZlS2S4VlhuIiojUIFHb7rYDHdyzDhsHaMVbSOWa81uWLa8dmqQXU9yr2wlcmMBwApYF4+v3csOe9S26avokcZtNOuQwmVJLaOXf5bywGRtqnI2puC9cnHBwMHvXI7K/wCRxqdVRcrGxepMk0kSXuyaN1U20wz5h2HLFuu0krlsH/VjnBNeHftM6dcL4MTw/wD2hHdXd/M3ngEbUECucqu4CNSrg4wcl2I7GvXNCsLi1sFgjXyYYpELykbmlVDGrOp3AgYkxtPQcjkYrg/if8NNa8Q+EElurZ0QvdTwW7WaSG2VVdxLK2c5IUgAAM5dASADXLmdCM8K1DVr/I6MuxFsUnJNH4uf8FzdX1jSvBXgrw1rUNkpuL69Vb6La8vlRxwr5YwSPl+Vt/U7gO5r8yTaQStLaIJZXYAwMDhf9piOg49MYzX6Sf8ABd6z1vRtF+Hum6jp8MaXkupObyaJVmnIlReu4sqqEChMDg56MK/NnV4pbC5PmZBJUEupwMjOMnrxXg4JP6vZ66n1s+Z2YkOgSRCO+1YuizKWgVjjzQGwx55wDx+FaNqdM0/cbRgsKtl5Xk2sD6ZIJb6DFZM+vXV1YrpcCRxgNiWVhjeTgZPHGKyTJIJ/3ku9VkKoy+x7dyOK6rTbMvXU3L/XFluN9pIdwYmJ5CDs54wOg+h71l3N7PPcNc3E++RiCXI+b9KjiW4d+IyY0HAdO39amWCNYw88isnOFVevHvxQ+wJXldFa7mcN9ok6DoSxNQyzlI8LL5kjDL7l4HPHPfipJot5AmfBbkIR0FI1qEgkAILbgQGU5A9vanGyQ9X8jNxJL+9yF29QRjNUrqdLeVhDb5BP3i3IH9fxrQvLpQohhTJIO6Tdzz/DjoMe1VIrCWcuiMo8tN3QknJxx/8AXxTWi1FK/KMgaVkZgQV6srY4P1P41NHbqybZUdJtylI2jwCvqc9O3qDUsllJDCAqcBPlGBk9uneotsyAFlPIy+eo7YqhKMoskRGWQgnGPvMOT+BFL52EAYDK8JgHB96ZEp3FAjLg9VOePwqe1RRL5rRlvQ5xn86Wj3GvU1/CWpNpWpLcREAZwTw2Mjj9cV0HjC002G3jazN39qnG6d32rGoBYALg5fIxyduDkYI5rj40dZdkK5b+6Xxgn36V0Vhfvq2lLYXkwNxbsRktncOnUemPxqUrs6IO6sYcrFGyz8MCRt4zzVG8VXTespJzyq9AP61qvbSM5RIjJIOFGTlj6Cs65RFOyYkEfeBzz/hStZjauUZAxUGTHTkDuPWmBldVYOC5PbIJ9z6VcmsmWIEquSDt2tziqskOJTJJDnHbd1/KrRg009x7zDls4H8W0kH+lJHcyE71nYbuGAfrUM1yjyK4cqCCNpzimpIQcuxVShwRk5+lN2ZlfoWrdklYbcEZ5Lep6/Wn7vMdkTLDoMjlvxqtG6ysscZYgr0bv9e9XLdUPDgFv4scDp60mOLSvoEa7maTK7R1OD/WmmaOJw8qKA3JBbhvxBp82zBJcrgcHJ5qDy+SsLHBzwSSM/h0o16glZaE2FZQiKACSQBzt9sCle6uzDhWIz1AX7n+NQNIqDbvIbPIZuhpIL1wwwh685GM0NdhxbsTzokkplQfKxwQevTuad+9kLOXAK4OO57ACo0WFpiROdzc429T3HpUt7HLGwCuxXZlc9h3/KhohNyV7AWKMrYOSMbcgDH/ANetHSbrTF15JdrwpvOFeQOVHoCAM/lWSvlllBIHy/OSc/lXRfD2znvNTza7dygfM/OBnGf51FVqNNmkLt6G94613SLnTzDp+o+YFiH3uSePpXAyySCPa8u0M3bv+HpXdfE+TKpFJt8zkHYuOAMf5xXCxMc/M5QAYZ15IFY4X+HdG1ZNyVxiKZXDLHyoyfmqCZZYRvCFcAZ4yBzVqQx+Z8jFkQEIxwDtz1xn9KimmYRoqKGCghXA7H+dbrcw0XUYfNfBwM9SA9FOgZ1QxJJgZyQDRVkSSb0OukgQOqHBQcKUGRx1NJZMY1aBgzjdkBz056f59aks1FwPOlxsAxt9M5+lR71RvM5UHgktnp7ClZMSutzQzKZ1t4ogGZOYyR25/pUukabNqdz9lt0aVlOUI6jvWbCAjrOu2ZQwOxs4IznBwc11PhqQozPAijcckrnhc5IBz05x60le5rC8vI2rOzt4MWNvGGCyMhUNkMeCx+brkg/hSLLdQNJ5V/LFHJD5UzxuV8xWwXUgH5lyOh67QewxC7zxq8a7md2yTnlRxk8dKe6lI1SaMrIAWKuxxg8D8cVsopm9rQskJBepbrhIgwjDMoChSzYIye/PtxnFVsTW2ktFZ3UqTXcTLcLFJgCM7dyEDBZSfvDocDrUtq5jcX8/loCW8tAM4BGBgVXv9QSGFoXhMhdFUHqQqkHAB6H+lFtiJcqWpUl06yj0uPVBdgfvjFdQHZvBA3Ky/MWYEZBO0KDwC1QxRyTSSTm3Kq33gg6EdMY9KuXEep67ez6tcStLNcTiS5KgfOecHOOep49/YVZjsUVlgjEaKeX+bJHsO4oUXymMXd2M/RWt7XXEub3RY7+2ihdGtmmZA+6MqpJQhsqxVxg8lQDxkHU04+H/AAbZLLrayXEkkTKsKS7XJI67h90/THWnzS22g6eb3AMin5Nz8hj04xzXKXw1O9vzc3AZz5g8/JB5PIU89TWSbizpi1T1e7NlPHttbanJa+GdIS0gLHYbSYrJuKkLhyGIIODkAkgY6HNWtX+Gd74T8Nad4rl0uW5m1IOwmA3+XtfaSTztYvkAHOQKwbS1jtpS/lQ7lhTdiEJsYYxgepxy2ATk10Fr8VLzwrZfYbbV5mCAkKG+VWPXA9ecZpc+prHlkrydjC1KH4h6oPIXQrgEuZGcwHcT+PRe3GATSWPw88eRTx3smgvI24OY7hA6OQDhSucbcdueT7Vb1P45eMbi8jEOuzhB9+J48hu2ePoO/NZGo+PvGerHy5tRnkYE528DH+70FP3bWM2qN97liH4aeLLaBpdTs0Xe25TLIDvPbgHI6elVZfBniSItPdhHwcs0smGB9cd+1XoNG+IepIJ7q/lto1AJe4kChRzzgnn8qsWWgaUQbnUvFDs8a5byYd4UZ5PJAq1B2I5Kbl7qdjDh8Ka7JciztbKWRmhMwWNSx8sKWLADnAAPPT1qvb2LNExa2R2aULFJ5g2pjOQB3zXW3n/CKWGyRLm9bfERG0iYOwbgCAOgJJxTUttI1O1a9keKOa3kCyLEGBJxtDMWOAWOMnnn0qLJuzM+VpaHFW1nJEHLKRlRh2X+tdn8HvGmtfDjx9pXj7w1q0lje2ErSRXcLgsnylTgMCDwzAggjB6dxVm0yF4z5RjlIQ4VWDBVwe4x06+tLp3hnUoJHudOtGuFhsRc3bWsbSrBGWVPnO3j53VSemXUbiSBRZrVji4wkmd1+0F4TtVI1rSoVWBkjbemApXAI+uM9uK8nM0llKsM/mK2DlCPUZBAI7gg8eteweHtWHjT4S32iaiSb7SxtKOcEoSCM9xggCvH9Wha2j+zlDubkndkNjgf4Y5+7WdT3Z+p6VflrQVRHo/7O/x58b/s6fGXQ/in8LtdUaroGoA28oZoob+HcA0UoZQTDIo2lXHQk44Ff0ZfAb9oD4f/ALSfwl0r41fDi4+02XiXTWv7e3Lbp7OU7o3gu2UgRiOcNG3eTy96rsZTX8wtjNFGrSYJjjADtuO1Sc8E9q/RH/ghL+3VbfCf4qar+zZ8RPEH2TS/Ht1BcaFfzOhjttTgjKrC28YHnQqkakkDfHEDjdz6uV4p0a3s27Rl+Z4OZUFiMNe15R/Ff8A/YHxVdwaboeoa3pcJjTT5YZ3vYpGRGjaUoGLurOwLmLCrt7krnFc98Yl03V9O0/4s2QaS+06RIPFFlGMyPa/KCxCkkcBtxchsc4HNdVoV5qd7dLbiPOSkLXGmyksvmZXATdwSNwGNoJIyQuTVBPEfhmJ9KsYdIf7JqVpcRasL/UNkkYkIVI4125dPJLB2VcfvMK3Wvp6zjOFnq2fF4ig6kL9jxTV/FTra3dwL2Sa3gmWKKJkMbAMi7Tu3EsWYM5/ugDniuA/aY+FenfET4dDS4bQbrgw2s/lHY8kUk8UaKCSAith1YnoHOcGug+IcafBD4g3ng/WGlezAW5tL1IQga3aAuVAKsWKO6xDByfKduDgBi+JIYfDV3odwlulpcWUUtzI0WZHcAERK27AxIAMdgOgrzJU7WuecpT5lLax+Gf7V3wWt/gj+0p4l+GsouTptjqv+j3QjBzDLELiHGDty0Txnr2PoQftT/ggT4+EP7TC6HrPiCWHTpvCmoJ5rMVCmB45YgBkBm8xtuCc/Nnpgjn/2zv2cF+K/7VXxMv4bScahpcGnQ2dtGfv3CWEfm4BPzMEEY6cbuM5qv/wRG0PUvh7/AMFHPBugeKmW0uBZ69sijmWQCV9GnKIzgkA/M52tySuMAgY8LE4Zxu5L3Xc+/wAFjYVMM0n7yjqf0eeB/EFtqfh2w1B75o5bZfs7j7OibNnzO25iB5ZLqFJPTj1xQtryxtvFkuivZXwe4lEtvfxSSvHcMeJ8lc7WiiIQk4LMpA7ZT4d6/wCFpvDCWuvKtszXEcE0V0hm895VRt+5kO5iWRRu+7sUHqBXXaJp1utzNqLARgy+aYkHl/aJJP3bsw6sWPQnGevXBrrVOj7OMmuh4961Sdro5u9uTc2DWviGG4t11C/8qx07zUBkLZCoPLLDqrPgnOEJwOhgXxLrtnbWmqeL9E1CwvINZNrFbW8az/aw0bojRMoX5W3sxbgqQRkLit68W30fR5ru71J2it5GV5SCMqTsBTqV/djYOeTknOatxWEsjyWl+kdvK1xGn3V+ZUwQoAPAGSobgNu4rdKLWquJ05fZf9f12MW3v9WsPDd3d+LtPnW7BZpl0sZSVUkR1kCnGMLGpwM48wr0FcX8R/EevDS2tJrWeS11BDNbP5CsrDbuydkh+Yswxw23lsfuyB6a4nE81hdtE67lKAK33HRNqYTjfuGT0GGXAwK89+M0MFr4cvn1XUrCxMiywfaEjeWW3URO0axBBly8gGRjgZ68ZxxCpPCzctC6NOq8VBJ3Pw4/4OBtc8YweOfhp4Pmtpk0GLTL+fTZL63UTvdGS3a6ABJaNV8yEZ437h3Q4/Nzxa/2vUXmuZNzFd0kxORgcADHSvvL/gvd4ltfE3/BQ660o6kLhNA8N6dZSb0dZVZkMhV1kG7K5VcthmADEAkgfC3jsRxXYGyPc8Xy7AeMjrj15+leDhU40El5/mfWV1y28kjnQIkDT5U+YDsUHjrVdEKiQM+HAARtoxjPO7n+VTQhXQLIMMhIKqc8+2Ov4VPZWk88p2oAxICDccn1NdKu3cwveNyFIrmYiNkZmAByQPlHQfyrRGjXdyIoiUxGu1AAo4zn2J/X61LBpcDIR5qRbSC4ZiRtAwWPHGPTrj1p174jsYmjgsrKKVYhhW3sFc/3zn5mOOxIAwOKJK7sVBtqxetPCL3sdpdJIkUY3JP5P76e4ctj5YxjaR90AnnGeela/jmT4XeH9JTRH0DWLfXAP3vnanbvGi+jois6seu0nI9ulcbc+LtZjikSyuzbQOCGt4DtJX+7lRkL7DAPfNc+fMkQKp+bPQn7v9Kq+g7x2RJd2dza3ADRFNyhgjsPuMMjnOat6esEI8vaBtPLEfePXtVW0g3A4QFG6Nu6++K0rXSNSUGQxALjcoU53Duce1Fn0E5RjZE8mlx3jfuYMuy4yOv8qi/smSNiFt/OjYNhBIEy+MKc88A8kd+nvT7Zb2C6EduszyucLGoO4ntgVs6bex3EYc53N/e7Z6cDvihbFwipaHK3mmzSkiT5G24LKoyfU+n5VPaWEKAOQGwOCTx7fhXWXWjW97blTkPn90dgHPvn2rn9U0wxTGO5jRQpwERcF89xn3/zmh6IUqagy8fBFrLZLPfX8diJFRot8LHzFbkHjpxg+/akn8Da3pIe/wBHlW9tYsmW5s1bamMckH5hVfRfEaQM+kXLq1u/yIdgOATz2/WoLu81fw5cZ0q/McZCtlD2681F+ZKxqlCK03LiavG9vDdLKYrsPujmiOGznhsqc5HByCKyr2zlQsduwqACQOvTH6Vp/wBt6b4l1KHUdbSTz1Dm+NvJ5bTHadp3bW53bcnacgEcdQ+CSwv7AWl7tjuUPzMTk8E5IwalpyHG0nY52dreQGMwqrBRuIJ6+veqN5DKI/OCMcHggHn16Vq6lp/2G8IuDhc/N6jj6+vrVW5jwq733Bs5XjJP86adnYhpp6mKV/eszcLjuSTUvClXLZUD5WNTXKwoTDDnf0OWHI7CmPG4AywIXAfAOPpVp3VzCyT0HoqyRBeDtBb5jx74z69TTo5QIR5YbB6Z5xTMGQbUztU4bcBQ5bBBfkHkgdOMUWuJuwAkncx2kHBJGc/WpFkRDuhjU+uOOarmSQyKAT05wKfbNMEZAzDB4yaenUXxodM8hYqYQM8hiM/ypuI3hI3jJ6HnmpJNwXDzcYOQRjP4URIjMHEpJI59sd6BtdGSROCA0ZywbILE/wBatNdlhHOIyvlvuBAB/of1FV1t+GVVG0DjGM0kwmh/eSjDYwQFGaAS91jXZogHBXvt3Ljv04/Out+E9rcNqovRPEipJlxIPY9OK42OWaQu25gPvMWHT0zXpHwk06KaETzmSTEmXaOTbwM9SK5cXJxos2opSqJIy/iXci81Iqk4ZixJwOnsa5FpflUb2OchsDGfT9a6LxrcfbNcnkjQAE4Qnrj09fzrm5UlVzxkBcceufenh42podeTVTYWNZSiNDwcZVqfdQNDCrHl2GRg8Ef40ltIdweR1G9c/N6UyRty7CzBQMg9z64FbWbZj7qWpGTFDKQrttY90AJPcUVIqruDSSbgCRnZ1NFO7RDU+h1yM+7YoLEcIwP3wCQOO/NNjYvCYRIrdxjsc9P8+v1q34bgle/juE0uG5eIiQWsykxyhMswcAglcA7sEcZ5qpp9wEhkFv5QW6h8tzLbK7IuQ2ULDKHjG5cHGecEineLFd7mjYy3Nxarowt4fJWczF1tIxJvKBcFwu7bgcJu2g7iBljXT6HYqQxEO1AFU8j5Rjp+fP4VhaD5AtXVI/OLqcgDBUgnH1rqLGTy45CpYSbSq4TpyMnHbHPJNVF3lsdVOOl+5K80FjdBk274ztjiKEFzyM9MD1PPeqzy2s0h+2yb0jQNKkagZzjgnoD261n2s1nNKo2SeYXxLMJFG5SMcDHAGfX06VbLwbImikkJIb7RmMKqsCcY5ywwM5x7VasnoDtFasfezi+vRby3PlbmK7SNyRKVzwB2A5zUKtDey4aLbDESxYK2F5wAQOoOR7jNMvrK6TVG07UosyiNZGMUkcigMiuo3IxHRvm54PBwQQGQJJplpLHHcPGsq7JVRyDIODtIHUZ5ocl02Mm+aTubMV1CbMRwny/Jba83AI4J6Djng+vOevAralqVtFqJXRpHaKIH92y8qAoZmJHAxyc+nJqF5LXR7UGW2LyvyQWwBgdSfrz+ArnNQvPt0kiMXCzId+TkyDPc+hpSl7tkJJN3Lt+19r1yqWykqeEVGywXnBAHPOOB1xzTlurWGOS7lcOWHzCNVRF+XbgBQAM4A4989TWYNTTSkNvb+aBIg81ISQG54yM88Vg6pqN00h81/kJJSIP97HTjtipvdWLUnuy5q3iTkGFiCSSvljp/X8azLW3ub+4/dsxaTIdjknJ/z1q7aeHLvWJj9j3GIbS88qfMDtAOcHH97gV02nyeHdA0t7W0so3ugwKTsd3lMD6Hv3zTjG77FKM5lbwl4F0dt9z4t1CW3RoTJFGikuSO2FOcn3wAM9elamoeI9CtZUPhHwxZ26BEijny7uWVdhk+bOHcjccEgZ4rH1fW9W13VbjWtWuZbie7ZmmlYKpZu5wAMfhTbe9LW0qRSoked6h/vSnPTHfv1z0oc+XZHVTpqG+5Pd6jd3lw015eu7EZdt3zkfn8o+lR6eqzsi28HmyvkJAuWLN06dSMZ6ehqraRm6nBd9+8hvLxlnI+n557Cv0T8A+Gf2dPCH7M3gT4ffC34Y6AnjO+8NR3fjnxpKDe3d1qDTz7beKfIEUIi2IwjCg4CEvtYvdCnKtJroY4mpOlFcsb3PgHUWa9t4LLUb5Iv7PtpGtY/su2Wd3dd4d+C3B4J4UIBj5sjKuby5uZHZ5ZJGYAbnlyW28D156d6+3P2pdN+Hd34L17xbc6MZLsy7bG81CeIMAEICuEUeY4CgfKMLwM18Yf2PaLHJf3VzLHE6Otu62+4NKAAqnDDaCWGSMkAE4NLE0lSaSd7nNRqSrNpqzRWhlks0Mcw82IsrNGw4U+2OTU91dWaRWsmnvIszeYZyvCAZG3bjr0YnOMEjFUpFaTKRgA5wVP16+31pXMxIR2HlRj5Nzk4Gc49+a59VuaO99DtfhLrFjY63LppcIlxAYrnJOWB6E/8C5rmPF+nvYalNazKoMLsDkdDnAJz9R+dXfh/L5fiKJ2aPb90BsjcOT9a2vihbSQzXT/AGe3dL6NA8jIrMArK37tj80eSBuK8sODxxSnHmgn2PRw0rUXFnl5DhZJXWTafl3DByTx1HStbRb/AFhZG8QabcOk8EyyG6Eu1oZCSVYd92V4I6beetZ99biO53xryzc7TwoHbmltl2Yk8jaem5snIPTOPwoT2ZxOPLKx/QX/AMEz/wBtXwt+258CtK1fTLiGbxx4V0+K38b6XIwa9iuEAjGpbECh4bhfmyoCoxdSAcZ978XQpfltQvTF5sbJ59uxIdZMEsygAEsVCdAcFj36/gv/AMEh/iFZ/D//AIKF/DRdW8R6vpum+INdTQ9RudG1A28gF2PKh3t/FH55h3p/Em4HrX9BPibSNVI+0TqpeFXtvs8luyEIVELqgP3iozuPLFiTkEV9Vl2JnXpa7o+VzPDwoVfdej6Hkvx98DwfF74NN4q0H974h8K3iXNrLLCJp7qNwRLGxZdxACggNxnjbyWHzZ4F8YR6VoKf2i8v2ZG2RB3DPOxkwHx1I3P7dGPAr7Jtl1LwibfWUtFluLd/MvrORAUiiVZCCwc5cAHdxjoSeOK+Uv2t/hD/AMKW+L8j+HYpxpepWsE+i3TwKzAPCgBYgY8wSFyy4wHbGMAV0VL0667P7j5jFwcI8617nn3j3RtM8VfE688QaVbsuparevCbwk/vtscUcjDrggIdzE5OFHGOPLfAXhrQPhv/AMFQ/gd8RPD6W2n6Pr3ivUTebLXlbq6tjaNcSqOWysibI1wFVm5JLGvR/CcFlbvJpEOrfY5XS3060uLpgI7OB9/mu7j5jIw80/Kp4Xt35fxFYJqmpaVr2i2V7dX+k+LdH1SwsbGIvLFZrqEPmA/JjeYd5Ixng8DaMGMoxqYKVumpnluLnTzBLbm0foftF8N9ZmsPB9rd+KYYrieC0iF9BI5e4t4cgLI8cYJkXIBKlNyjG7GK7DV7bVrpZxc3F9DZQyw/ZpLLB+0LjAcsRltpYkhSCfXBwPjT4uf8FBvg98OdDvPhZ8NfiToPhvxTqsr2kmq65qbQwaWk8fzai0oDLIQ3lAQ7wu+VWYhNz18o/wDD0H45/EHWtYs7K+gtv+Eg0jTdP0nQb/w9+6097KMCHUIRIzAXMrSO5jcMqmNDlhsFeNhHOvSioRvZH0eNVPBSbqStf+tWfrnpd+11G9xqN3pgSSV4rbKxsJySgHAYBdkm8FPlJfIHIADdTvzdQSGfxJZLJHaBrM2sqOcqE8yQrkllUhOmcb8HqK+Vvgh8WvjX4v8A2FbfU/ih4VvV8TS3rLFqMmnQWsFzAL6WUcqVUyOyRyMzKhcyA7SNzn46+Jv7Xn7U3i79oDWrD4YXc3gmcW76VrOlNFEbuOdYFhnmEzputldVWQqj53GNiWYAjPD4iVTHSoxWqXc3xEaVPARrSk7Py3+4/XW+1fRbvULWzhvLRrm+YSWIF4u6WSGJPMBQZOVTBK4yF5I4rzL40a7HqF/Pa6h4gj020WzWC30/XLVvK82aGYxzOzAg7pIj0Ufd3emfgTSf2svGsHw01NJPBthrvijS007+2fE8OpyWUMr24KyXCtC0cqXUyLFHId21kVVKsGwcnxF+3B8dG+Mml/EX493ST+Gdavb2CSy06ykmuPDVsyi9Lw/vB5xE0S58zcyxb0Tj5D04uhXjRcOXW33mGGxmGlWT57bf1f8A4J+f/wDwVzvhrP8AwU9+JWl61fKTp9/pumGSFi+2C20m1jSPgj5lVAjYYfNuIJHX498Z28cOtS2tttwrkBSxIZvXn/6+K9h8f+Jr74iftEeKPHWs3UMD6lqt3PvS2ESASP0AHCZDA49a8p1C2XWL+81GO+gRI0MsLXDsWnG9VCjapAfBLHcQMKec4B8CnFxppONvnsfYuUXre60MTRbJJ2m+2lBFHGEZ5GI2PwcrgjcwA9xzU6aqIBNBp1s5UwsI5CcNnI+fIHYZ+U8c9ain09kLTeYz4YklVyBjAH+7x0+lVp5YkO8lgIzwA/r9K0Zku6GSXJeQK6sny/OASRjP4YNVzIwjdXUIkhBJwCcegPUfhTrlSsjKwO/ccgnP8qZbWnmoixIdwb5nIywz0GKElsTeSaCeJkh8/wAtigbZuZcYPUD3OOaS2hjlZZJoyoJPmEgD/Pau18NfC97qWO68Xas2mWu3L3At/OkVcfwx5UkfU11ngzxf4d/Zl8Z2njrTPDukX+rWDubfTtes4r9AxQrmaF8oSN25cgAEDjjm1B/a2FUqTbtBXf4feep/sZf8E9/iV4z1TQPjH8X/AIZX+l/Di8v7dRrOpWu1LqFplSQxoWDqAu87ypX5eOMkcb+1/o+o+Cfjjrfw51Kyg0+2tLlVSOyg8uKaBQPKlQbcbWXa24YznOOeZPEP/BSv9qjxF4Gt/AGm+Pbm2toLeW3FzhTcSwsVGx2KgMAqqg4GFXjBOa4HVv2s/jXr2gW/hnxl4q/tq2sbV7Sz/tSBJ5Y4GULsE+PNZQBgAscDjpXdOphfZckLnHChi5VXUqNdrK+iMzxV4d/sfR4dTkfKyEkMyY6ds/jn/wCvXO2c8lnMkuHO8HL54x3PNQXXiK71Vx/ad1JIkeBBHtKqB6AdqimvEEfC7Q2CuOrYJ9OlefJ31O6KSilfU62HXY7l3iMjs5HLtjgDjGcU+NrW8tik8RnjI27UIDoPb8ecdK5Gy1CeCZp/mZTwowcAVYXXJosRwo6/KcvjPPf9KpS8jdTTii3428CJ4bhivbW+NxFI43RvGFkQFdwJAOcEHr71n6ZcW+o2h024I3o3ycH/AD+NXBrt5P8AZoLl2jgBK2+2NR8wIL8gAnkrweBmptT+xw3BmvbBlnBO6aIgKw69AMZqXYTs/egc5PAljeoqdR8wd2+9+Na1nqMk7HUrGRo7hThSucMBjI681UvjbXdxmKJsA4UMeB61RF2bWWMwZCZPOMlfz60la5FpQeh0Gr/adWsBrEscYkEp3RyDkH2PcVznm4k3uOozIAOODWpDrc13aPb3MZG4cMF5J96x5dpk8okEqwzwPWla+5UnzWkQ3EbSy+bGoDjrgc896ajPDIWbk+mME06aNYpDIJucEIrDIB96hYQyweZ5u3ywAqqMmQ5557frVpWRnO+yJgxaLfGxGeSxPTikX5wCrcHqc/dFQeRNFCZXlPQbj1XJ5x7cc0iO28LxwePl6Umrma0dixtjUFVXKsCSex596ltp/LnaXAA5BVvTHT/9VVQZJD5QdmAOMnqPw7VYhjjVQjgLg8DOeKG9DSMdbis0Tn720gFc4xzSpGAFeZCenzeoHbpQLZjIyIcZBByfSrKwM67WkOQPu4z29utS5O+g4rTVEttsdVQjOeGqleLEjNsQcH7uW6fhVm2nVpyx58teCPzqG5QzzGVm3j7zBjjAx6iiPYG76IghcFXBbaCRkZOCf/rV6n8L9YOneGriBo1BkUlRnBCYx29xn615jbxtICqPyGOExnFdtpuoJb6ULcbmaOEhAe2RzXLjI+0hysvDPlqXOZ1y7ebV5N4bczHrwc49KzZ2JkKOcv6sSePfFP1CcvdtcM+0E7eB3H4VB5gyVmlJIIIVRwfrXTCKUFYio25lm21G5sbe4t4LkRrdwiK4DQIxZcgjBIJXkdVIOOM44qupaLc/IJByCeRSNKpkZXjJIGCOD9f8fwp7xurKJISOmNybdwPQ9ORWnUylFrVBHHl85yPXhaKltZLWDL3FmJt0ZVRvK7DnhuOuPQ8c0VNw97podLBBc3ANusJcsACcAZ4zjnjpUsFlCAryXTh0G5gVOFHr78VLaov2hVigyEDYiyTycnHHXAOaW8uLeSCWB4kV40OHb7zHONpxx0GaHohq0ndm14chso7eOeC9uBKZm822a34WEICH37uSW3jbt4Cg7ucDcaUi3u0U7Qw4VjyV6AD88/SsXw/aSPAZBMzDhYyoOT6nH1J4rQuYnTMEVxkPMVcup3AnnGO3504x5ndm8W7aIz7bTb6/CxWlqX8kAvj+Jj/h0rUkVza+REjFnbAG09B978PcVHpvnaTDI63csay4yFbDAZYH9fz71bvLae2d1iQmONADh8EKcHgEd8gc+vpit0r7IH724/Q3iWC8sZrAStcqirmaQGNlffwFwrcfKdwIGSQAeakjTTreZry6yRv3HYgUghew7c9uf6B+nW5sgXwMqmCzuThz1P1ycVha7q0EebGB0jKKQCenXB5wPrk02+XcycW2ZmrXz3dyZJHDHdkpydzfj1qnK6wyrdFNgJJRGIO3AOevqT+tSxRxQ2aXMUkZebIZN3zAA/KDkADIycA9uaoatetcWwkhjdB5Y81nl3l2/vKNqleMfLzjGc1hKwNpO1iteazcRW8tpau/+kEKxHAfBzjHU4PSrOi6A1qzXN/AWbO4ocYzjjgcn6VZ0fS4NMgOpajbr58iABC/3OOuT3JqVIJ9RZrqL/j2jmjQszAHewYgAEhsDb1GQO5FaQjd6msaLnq9B8t1LFCsds+IVbd5cRxtB4ILdyeenTNep/sy/sd/Hj9srxynw9/Z7+Hdxrd+sXnXoQeXbafCQ2x552+RN5jkK55dhtXceK8wtUisT51xbbzn92mflTJxn3PfA6mv3O/4N29R+BnhL9jO/wDEWmXtnaeL59WvrrxI1yymee3TCQ7V+80MSlztyFDFmP3+O7D0YVaqjLZduvkY5niq+CwblRV5bLsvM+MviV/wb+/tT/C34S+I/FR8Q6NrWr6XGsp0jTLV2ka0jVWne3kl2AgFpFZ8Y/cOFJ3A18B6/wCH0tbNrmztbme3Z1RLsRnYZcbthJUbTgOdpOQBX9Gf/BSj9s74efs0fBPxFf8AifxHHbeINZ8PBLHR4cJczO+RDnA80Kil3JbYOQQDnNfzs+IfLee5YRKLOK7CKDKVDMRhG2nqQOM4x0BqcwpUozjyW87Hm5RicXXvKu/TS3qc+sVuoK/aCr5wuBhiPr7dOOa6rwX8avHPgqwn0bSPEV2kYtlhsbQ/PHEm8lgu5v3YwzkAcEseBnNcrd2VzHcSC4mKlWAO48c9fQGprzSZrHTre7uRHHDNHugZfmMgDMrEANkco3Bx1GBzk+cnJaHve0sdfD8SdR8SeIIdQ8b38t5b252izhdYkCgH7qj5VOSDwMkjrXquh+G/2fvFukR/2FfXU1zYCTfdaWBZ35XJ/gY7JAFYJgAtwcscgV83q+8jcZFiOSSeN2fpWroPivXNAjaXSdVuIDJ5fmCCbaJSknmJu/vbXAYA55FaUq/JpJXTOSvQhVfNez7/AOZ0niv4VyaE8jaRqUkqfZQ4tbiAJMqHHBUEhsDByvA/CuP1Fll2MsoWVRllBHToDnPH49e3Q119v48vdRcX3iS3+1wmUORkQrnIyBtAADEfwgbc5FfRvhr4vfsWah8Gbjwp4vHiuRYvD2o/ZvB+qrG0MepT3ls5msb4LHLDm3tU3NKGbfEsa7lllBl+zk3rYn99C1vePkNLYWN4tvDexys1tHKohYnG4Z2E9mXIyO2cV1tt4iTxT4cey1gN9qt1AV8Y4PBYj19/Ss7VPD+lPe3U+hPcPYx3BFrcXpRJfLLN5fmbeN+zbnB2g5A4xVSawEUouLbW40l6uzEjK+/HH61im0rLZ7nZTcoa2MnUNIFreyIHPGQQSQRnocH1qrLYiK4z5Z4AIDrwPc59+1dXcwavfafaaffyyTyEyPYW8Vv80jNt3KOmOBknB+6OvWuZkuwn76Ql84yhXGBjBOW9+KGkldEuTk7vQl069vNJ1K21Gwmkjlt50mgljmZGjkQhkYMCCCGCkEEEY4INf0rfsWftneDP27/2cNG/aB8Izra6tdIth4z0q2llT+z9ajRDIjAhso4KTRn5gyjkhi1fzQRvMx5bcjkFGQ8HJxX1x/wRg/a0uf2Zf2w9H0zxT4xutN8G+OQdH8SWsUTSQz3TqwsJ2QKWBiuXRtyjIDsCdhYV6WWYj6viLP4XoedmeGjXo8y3jqj90p/EesarqMmgal8pju/Lv7iOJs7HKl5MgOJGZiWPHIYL0GK4T4ueCl+Pv7O2u+GtQ0O7TXPCrXOp6DA0fz+R5u27t/vEOyRidgOAWGQoxXpN1oPiq5/tDTrszRzvbupIAX77kAsJMANkHnCkhiOQQwwdLvrn4d+Mj8QtPsbdrmGO2Mtq6NHHc7YkiKFVdkXcmc5GMuW4Jr6SrR548sWfHTUZN36n5kX0y+HLieTUbTeLJWid2fi6n6LgnOcgqfYZz1q3e2Vvq96sF+RqUmu5/tdJfN3SwoAqqDtVRuldAMElFhkyAWWvb/2sfgGvgb4t3mqeC5nv9NvkE2gzm2REeDadgUKAMRgBGPTcrA8jFeOTaVc6bJ/YoaW5Cy7UupYvLdIeSRgZIUs5IycYJIGWJN0W6tC7PlqqqYTFNPdHhPhXw1pmi6vL4v1fVWkvfDVzNsuL2EH7e0MiwQQIxYsVVI9oCqQuFTpyv0R4S0fwHHrkeo3RjtWaVY47b55p5pZGMjTMQGBwFiJkLfefCfKK8z8PeDF03VLu51K8trbSJ7G/WWR5z5ZtmuMYfPAKySbRzlgWPUZr1Dwz4gs7zxND4p0P+0WtI9GtoIFgsiVePZnKttPVgPkyNpGDxgHKL+qyspJfM9ec1jafPZt/M/Q7Vvjd45m/Ysh8ReI/hDr2oXGmwLLa6VpQhgmvoUJAmhErKCCpwygO2CGCHofzn0jxz4m+J/jbxF8dNVfTrTUtW1KEXMCbokstluF2tuB3FUQ7iygsdxYDGB+mvg34geOfiP8ABLQNSvfD1gt/orpJ9gs/EVnF5UKspwGaRfJLhM4O7BOD0Ar5r8C/8E5PiDe6br/jH9oXVtI8PxePvEOo3UZ0aSSVdOj3zStH9zDI+GjWQLgeYrEEsFr53K401m9StKKS7+V+x9LmUKryqjSjJt9rde9+h87eHrW51KC8i0/U47ncbT7ZaqpSOeKN5Gd0cjGOjMO5zzwMeAftFfFD9onx58W1/Z7+A/w51bVfF1rHNZa3eW1mLe3iAjEflIzBIYwIw++UlVJcjJbLH9f/AAH+yr4Z+HdhbGf4eRahqlnNiG11jUolAmaPc9octhI5EWMgskgKtkopbI2Z/gnYarFZ6fpfjHULK2027W4aILhr4pMJPMuFdQHSIgMhcEOETAxivbx+Lo1vdjL8l8jjyrL69KXtJxVvPX8Op+Flp/wS2/b18QQHxBqnhZLGW/1GOPZf6hGzzkqu6cNEGQIo2lsn5FccAZNc74y/Yg+PXw30YX/j/wCDslvLcxI0IsLmOZ1ndlEUMsZZWUncxYAM6HarKN3H9Fk/wf1W5ja78GXL6dLc3f2u4LloEntJmn/duGMhiTzZEKhCXIxuVFC1558Xf2dLTxLJa+IvGukHxI9jrElrA12yWdvcMsaotwUwEeR1iblw+QudzFjnwasqMPecfxue/RxGInLdelrH85XiDwTaaMlzpvjXwtqHh+4t1ZL0X9pIIzIjEYyv3GByPm4ByBzXm3inw9Dp8a3mmyiUTTKkOHI29eOmQSOmcV+8vxr/AOCXHw18ZnWLCL4ZeXrFu9tNP9tupJTNMwMgR5jGwVB5bYjI2tgAYZ+PnH9on/gjN4J8W6pr/jD4J2h8K6FZ23nM88XCxovzmWyY4MnmZKlWQAoOucVKjTrR91q/3HWsVyPlnBrzR+RW64SctJEwcNjd5ZA+mK2vDHjWXwhdw6naWkbyR/8APSHcQeRwSMA89cZ9K9g+PP7NHif9njxte/Df46aKmm639qlOj6lbxyG21FFcqXyf9WTuBC9QOuMjPjXiDS7zS9Qn0eRJYg2BcJITzjkZHcVg4OnK3U60lKKad1/W4eM/id4h8TXUsU97stmbOyBSN/HqcE+nPpXP2+GhPkQBW3cbTt/D24oktvLmMUpEjhRzvI/TrTY4kDHzG8vAJUnJy2OBgA9enpSd27srmXQnvLiEg22T5Y6qrZP59qjURN88WFGMvjPP09KbHImDvUg7RyGPNanh7w/q2vYj07TnlJkEaFVHLN0wTgD8aVrsmbejexRtysTOrthHUKzBASe/ccc+ld7+zj8CPEnx4+LWi/DzQ9Ge4GqT+XJIblbYRqc/vDIysMLtYng8LjuM+k/B79kLwzfeKLWf48eNU0LQY7e8lu57NPOeWS2iWU2ytgJucOgDBmGWGSK+iPiZ+0f+xn+y/Anh79lzSLAXWg61BP4dvbKSS51O6b7MoW9nuifKGy5h+a1KFWSUgHLbq6IU6ajzVH8jz6uIrTfs6Mb+eyX+Z8X+MNH+HXhXUpdBvbe4uTbSMHnLeXIyjAGUIKj9R19q5PXNHsUsnv8ASF3QRN80zKQxBI+U84OM4yK9K+OGpfAL4sySfEXwj4gv/Depzurav4VvbEz26Tn5WktJkbcYj8zeXIMoMKGYDNeXnWrG0gTTtGiuJlDEu84UY+Ufd746jmsZrllpsddHnUVdNPzMqG5hiuWmki3SY+QhtvzdmH68Vu6fqn27Tv7JvyvLboZScFWA6Vz0puYJMpGDjoB/n0qzBfGdWVn24IDZ6rz1FRay0OmL5Hcg1GG4tZ/s8rKXU8spxn/Cqcjxp+8jTIJypJGT+Va+rmDWtPF0IR5g4dv7wz6fXiufcvG5QBl56E/yppWM5xSlpsXklwxEKKMkYUHAUegzSXXkSElV2kZywXqfQ88CorUGNCT0K5xnpnpTl8tY2JhPI5O7JP4UOxC00Ib4tMVAJBA29c5x/Kq6nC7wOp4PNalv4e1TVIhdCB1jC8Oy4Bx1qZPDdrEAb3UEhkLYVS+Wx9AKnnj3BqpJ7GVFBJLuAULkDBb+dWZtA1S0dEu7SaIypvjE0DIZF/vAMASPcZr3r4Z/stWGi/s3r+2b4g8bTrpdl40XR7Cw0q0WVxdxoswknZ8iFMHC7lO/BxzXsPxU8en9pb4DeOvil8WPsUD6tqWnyeFL+S1SDydQjH+lSQRoRv8AOjA8wABNx3elc1bGU6TStfWzNaVCdV3X/BfyPh6FLkSYEZOcYx/npVu5DKi+aNoI4JB5x+FXbnw/qllI93HbvJADullVeE7DPtU2u28kdvET90qSuW6DHPtW6qRbVjRUnaTfQzUWPeqjBBOQHHGfwp06SAPKHIbswHUdxQsflqSJcDGTtGR/9apFnhe0eCcASZDBt/UdMAY57d+1Npp3IS3RWgnfLbwrHABPQD8qD9oUYUPuIyuRwB64pGiaGVIzFsHBxGx+b0ojhVYwsZMbKMhpG5AHXr1+lO65hcqS1GJNNY3CPECcnn5uCMfnXRTX6rb/AGmB9pMQww/hNco8g3B5VUkN0YH5snnNbBmafSEYoclSGIPoairG7REXYzJnUhlU8Z++aIgVUBkBPI255NRyFJZiEiCj+7mnRucKSCOed3Bz9cVqlZWI13Jo4RIxaVsfhnt+tOeYuqI6EhV2g7iSR6c9PpUgtPMLBJEcJGJGKscDI6cgcg8VXWNpSESMZPc//XpWuFnuiaEl5FiVSCOq7R1op6oUkDM2DjgE8/nRRotClFtanWvNHIyxm2dYwh3KhBxkE8Z69qZbqsQWeSA5YYAPyjp6j+VNlSVAs7WzJmMtmRiFdMsNy5AyBjHGc4/Cpmsjplw9jOYzOiRvmC5WVQJFDKAyMwyAwDDOVOVYBlYB26kJSbVzY0W5kijVoQzkruJ6YGfrgD2FbNtLNbXUWqWTLHKs28SyxqQNwAAIYEHoeoPas3Srf7NpM9088cbI6RvGWbe4Ksd4AH3QQAeepGM5yLNvYXNzefZIwsZjlwSWJXnlfudTw2Md+tNSb0sdHN5ElpNClwFWFZNseU3Fmz6fUjrzV9gjSATS/K0gLqxB3EAc5+vpRbac0aPD9mMdzHOUIK7WRlOGDA985HbGD1qzPZk23lAKFQ7ggII65Kg4rpjfZMlptXsVPEeoTqptYwRk7nkVQccjn/PrXMaqEExtLWEEtI5LN1wM/p19uma6HVfM8oPJkrIykvtOQgPOOme571zGv3mm2xls9EgmW3aSTe13Ipd0ONill4AAxnaOTk9CAMal+axOqasZ/iC4bS55NMR4t8LNgxSKysQcEh1JDD3BIpvha0SVF1fUSfLRj5e1efcj1/SotEtrbW9aiXUoHSxEoedo2Ad4weAM5VScYGeBnNaUlxLeYskiKIDtMYZmxg8DkDI+nrUxTeppSppu/YW4ujeMsjMV+Y/NwMVFHKsakoh3YwMrkKD6fWvaPgD+xp45+MenJ4iF/FpOleZsE93EZJLgfxFEOPlyOG6EggetYnx//Z31j4E31ytrq/8AaNvDg7vI8ksjHCPtJPGcjgnkda63RxCjzuOhDx2GVb2fNqealTE5Z2HmMN5dm5Q+uPy49q6jwP8AFHxr8PrX+1/AnjDUtF1C2YLM+mSvGt3G7M26ZvM+YoQgVNhUjk4KjOBqGkWOnyyLZail7DEikTrAybyVzgKTkYPBBPoe4FZIjZULEbpHI+Yr07+9c8qsvsnRJprQ7Dxn8RvGPjTU7jVfFXiCee9mZJlW4IkJVxnezZI3EfMSeSWPToNH4aeOdJ8H+NNP8T+JtHlvlslJijtb/wAmSFicLKJCHAYc8EYwa8/glZYiixgsWyr7mBHr7VZt7owQkpEVXqzABiT+PIrL2jUr7kOEZx1Wn9bHuXxQ074B+LrRPGunXt9Hc3cE00s9vCieRONx8uaJiFl3EA749u1eqMSSPKtf8B+I9H0C18S6rZtHZai832G4cKDJ5RRXJXIZQC6ckAHPGaqaV4nvtPWIW1589vh4eMjeGz34ODztIwTxjFdF4S+JnjLw/q6+LPDmozWut2nzafqcKgNbOvG4jbtYAMeHyBngcDFznCSuzGlSlSWjun3OPNq8OEeIcngA8KPoK09K0SCC5Xy94KqdwYjDD2B4Aos7KK0s5J44z5dsig4X5YkzhTnPygnHuc1raD4R8Z+MvE76J4b8Lyatqk8gVmiYGJS20ABlOwDnk5x24Oayi1N2grmk+WnHmnoilB5aQypNbKY0X5maQgKc9d2Mn09M1ds9GPi22jTwbot5rN+JfKFpaRzN5WBkEAgjaxyAAclgeOlfan7In/BE74nfFfUotc+OMFzBESqxWNuES3Rzn5XZpVZ274UKfdq/Sn9nf/gm78I/hJo954c0r4b6ddQWVsiXFspXdErGNGlMSDIcFtwLMXIB+4pyfQoZZOUeaq7eR5NbNbK1GN136H4v/Cr/AIJm/ti/GhbH7J4LtdBtLq7aCC41K7EkisoLkCGAsykKpOGxkH616hZ/8EUvitr8kbaZ8VRezzaelytxPo/kxmFYQzFd8zEhfug8FgM7VPFftbF8NfAvwv0dYr62WyWC5GySOIbLe8gKBgxzsQOshAyGYAg7csCvN+PtD+Hthc6frPhWyup7i5sbtZNPimHlQsryR7EHOwM7SccsdwIHFd6wWApwaSucX13MKsleVl5JH4SfEL/gl5+2R8LPE76RF4Ck8TR3Vg1xY32nz7nt9hUtI0QJLnhowu7G5wM7gFr54m0rXIZIdJ1K2GnzXVsZXN84j2xHcVLZ7EISuB83GM5r+kIeBvFOheJ7C8n0SaQWNmsXnxxhMytIrO24Algs8cWVHfjI5J/Lr9v7/gnV8Z77W/E/7Qnhfwm0F3Obp9X0uLWETzlPk3G1F3HdBFBEx3bVDHHcbR5dWjDeCt5HdTxbp/xZJo+MtC+Gtu13a6BrU2BLOkYljfCKHA24Yg8MWX5hwM9+cfoT8N/+DfrU/ido0Wo2/wC0obBNNkSC0jm0fzoIn2+a8abpCSqyO2W2orH5sfMK+Uvhl+w3+2T8VdQ1Dwx4W+CWtve6HpOlXd9Y6tcR2t1b2l67JYyJHdPG8kLEMA0YZUDDcVBzX6n/APBPH4cf8FEfCvgS08N/Ej4ST32n3Gppp/2K7vQtxp7b5VV5idzRZ2EgFXGwoxPIWvFtj6VZpJvr0Pp4zyrE0ItVFHo9T6m8PaVf+G/DOl+Ete1uzvNbsdFiN41kssjT+WvliZt2Shc87GfcB1zmsjXVlvLq4SW9kkt0CGOW0nLOsZClwy528nJAODk4ycVyfxJ+H3x78OWc/iO40ib+z9KitpLZbVkZYN7LtzudVeUtJtG5u4+TkGpPDur63Bp58jwi+n6pHdC2knngLxo4CszK7jbISpyQoIXcCDgg17GGzuvWXs68eVr8bHj4zIsHTl7ShLnXqS/EfQdJ1L4Zz3iWRNxpRNrp1vEpkuZ7KV5ZHhVdq7mSRlcEg/LJKeArGvBfg7+zR4i+MV5F4o1cS6V4Q81He7hjTOoSsTgRKSCF3KBuOQeoBr6d0DR2v5pbibTY7aISXCeeZNgukcFHG5SNi7CdxPJGQBljWtq2q24zbWMQiW1t4/ItoHOVVlym4ElYwAFwFAwByPSXnVWEWqSOaXCmFxVZVq7suy6/M5TTvgn8E/hrP/YGhfBnRr25i2r519ZrNIDhhh84DPk85JAwAa6y18O+CtRE+o3XhvSbdAreTbw2ZVtqnAGOS3dQABwAcAcVWkt5HEt5HKSiael07gsfNMjhUKKBlsBy/cEIWyK6HUNLsdC09pdbla1ia3WR/tTESXTHAI2KDtTnuSSO3SvJVbETqSlWnf16H0MsBltKhCjg6Nmt7dQvJPAmiF9WgtLCIWs4dbmOAFs7tseC3UkNjarEgEZwMgdBpfxF8Qabqia1FoAZjpctvYWJlbdCgKiKKR87mU+ZLI+PvOFG9sLt5Lwrruj+LNVa40m8S6hhLEuiCMKoH7wxknhiARnnaeTnGDq2uvT2clzfXVkvyxySP5fMUaxKSE5bOPmz/tEfhWtOpzR56cjhq0ouXJVi9O5prrmm+KvD17pFtosOlWeg2K2Fpo8wW7kvTPh5xIsmEmiIQIvDMuQ4yBtrt9Jt7HS9Psb3QNSDW14iwCAkS/YP3ZGBII+fmRV2khjgIg5wPLmNhPd2Ooatosd1HDqBmSO9kDGRk2FiVRSQWxGnUnjoccXrbXviJHeanc2PjZGudQjjNy1xZRMUk28tESp8sAYG0A8jOFbkV9arwbdTX0COFp1I8tFWj5rT/M9Is59M1XwZH4h1nVZLeO2uBdatqKOpjtpYWZRIV2gylgOYwrshPZhzRuLkTW9xpWt+NZbuM6tCBYaf4fuTO6RpkJtkY+TzOWMuFXoMHaFrC+H/AIzv/EXhSx+HXiHxBPc6zpl5bCd9evhJJrKqZpJT5kakweYVICjP7uPbkKSKm8QaH4vs7m116fwz/Zl0ZxLpheH/AETRYIIlafMiuqursmFb5RulOANoxp7V1IKUNTgrUfZVXGq+V3ZtWln4f1qTU9T0M3dpbgxS+ZD506yu7+VDJtLfvnyDI3mfKu4tt+XfWTqfhWB5bmTxM0eoqYzNm8t/+PltjRiP5OpVeRu6fMeTV7SL/XPD0dvbQLp8d5NAhv8AwxqN+kL6ZYFiZJSzYLORhs8blJGFwuXW15pnhiPWPFmqaHdXdhChgbUrrxEl4Lq3jRpAyW8ZZYwxG7aoMjHJYEZzu5NpJfPQ5bWk7u6Z8qftr/sF/DL9ozwhdeH/APhD9J8UaZq0n72O5uZI7jR59uGubOVWBWTJDBpC3miPa2Qa/EX9qn9lfx58E/Flx8F/itZamlzDf3UXgvxdf6XJbJrNvFtEg+cAuUZhG3JCuCASCK/plTw1q3gyzmiF5BHHdTGGOMwKGRfuyOMsw2noqLx97LHdXwP/AMFaP2N/h7+0F8NtQ8Q+CNItIfEdrdreafqOQjRTCMoiXLtEu4eUWXK7syfeHyilUrOnSUparr5HThpJVXFH8/Wqaff6bfSaRqgZZ7eQpKqkMARjIyOuM0sLKLhYHnCRy5jcgcAevPvjOOwr0b4veC9UlW7v9XsL2z8S6TdNb61plzCVkKKAu/GeCu3b3yMEHFeWI8Xztvx3yFJz+XSnaK9Dpa7HZ+GvCng5LI6j4g1hJmhkxJakYRvToc1p3/xU0HS9ShjtNHtrsQsozcyOsMeOnCYLdvTp7159JqU0qwRrIhRY+AEIwe4qOW285GY4baON8hHNNVHHyBxi49WdBrnxJ8VeK1Vte1WWd4nLWzknbCp6+XH91d2FzwScc1BpWrXZWWJiiOxBSZ+p9RwOOKy7OCBGBdm2lfkBYjP51akmWBg7kqf4MJkfTik25aiXNayVkQ31s/ngMoVC/wAofjaCcZOOT+tVFELNHFIdgXJcM3yn3yB0qeedLljDKyoyK2WkJ4bBJ9cEkYH1rR8N/D7xl8RNYTS/Bvh661S7mBaSCzs2OznOWPCIoABLEhQDziiMW5csUPnjBXk7JFTwx4f1vxpr66P4Z09pbiQEkIvEYA6sf4Rz1PFaHjD4TeJ/CNy9rq1tC06IrzfZblJAoKhlB2kgkgg46jocEEV9y/s3fskfEH9n39nz4mfD/wCI+j6ZY+LPHGl/ZtGsbW6W6vHS2aSW5s18rcC7mFQFDdQRj5hXxBdaxrH9rNFO90nkyOPsshZWQZIIOcYbcDnPOa3q0fZQTe7OKlip16k7S0W3n5nM28hOdju2CRJ83QY6HHvzVTUrGa1mAccMMqd2cAj2/GtPxAsUmrFrFCOMn95nP+PFV7799CFSJl2Htx+NYHe3eNipbSb0WMsxXrjdwe2QKna2XaqxOAyHCAnNNtVt2jc3KMssajySoyHy3O4k/wAs07zIlUCU8EHaCOhoMpK1uU9H8F2XhzxPpkng7VNUexunjU2V0cFGOPu4PQ5x061L4y/Zl+N3gPw/b+Lta8GX76HdR77TXNLs2u7OZc4J85AQPmyCGIIOeK53w7vumEcemtd2yAfaLaJiJEHZkPP16HpX09+yh421TwRepH8PP277j4fwXVjKmo22r6awcSgFolQSERupfAZlkGAc4bG2vLqznRnzX07Ha/fgktz59+FH7T/xo+BceoaZ4D+I89hZasgh1bTJrRGguk54lRsZI3cdOtdno3xp+I/xi8Xeb4t0jw14rnulWKDRr63+zgZzhIFA/dk85K9TgmvcPjb8Yfj3A6ax4+T4ceO7+K3CTa7Zw284PZGdY9qNxgcqw96+fvEfxf1NLySSPwr4J02UE7G03RYCckgg42kZHY9RWEpqu21DXvdGtOMoWvO3yf8AkdRqPw9ttf1I3ng34dX/AITubWRF1jQNSuGubR4W+VikzqAueuxzklgBzivIPjXpmgaJ4vutO8Psi2sbrtiUkbG2gMoyecHOPStLxX8VvHvicrN4h8UXc0AkYIIIsbjwCM4xnpyK43xnqhvrvm2jtlVdqQqScepY9z3zV4WlWjVTkzbE1qLg+Xf7vwMy4kZItjK23Od3TOfr0pttEhOYo8f3ixqNHcA2+CyE8GTgH2ApyZBJQ/IDkZB/U16rbW55aabuPnlgScADkdXA6+3tTL5T5KsMnnJBxxSO8O4yTOWI9eM1BczAbcqQd2CvX/Jpx2CTSTE8xjbtHbqQznDszcYzkADHH16+tXonJ0l4tgJU5B3f41ReSFYgEfq3I9fX6VdjukXTjapHG26QNu2cpRJ2Rmr9ChO/lzKwUlcEZVf506JlAC7+CM/jQFhE6xXE0ipk7mRM4pI1VWwUxyRzVCuky9Ddx/ZJIiQTIQwZF/Q1FIywk4jwCfvEU1RvIDgbw3zAHGP6Yp6CYMIDPhS2PXHvSd+gJ+63Et6ZYtfx+e6eWn3SwGefw4FFS6PGk13GqhpGYgeUeMn19T6/hRUu99QSaWrP/9k=
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一事起则一害生，故天下常以无事为福。读前人诗云：“劝君莫话封侯事，一将功成万骨枯。”又云：“天下常令万事平，匣中不惜千年死。”虽有雄心猛气，不觉化为冰霰矣。
前人：指唐代诗人曹松，字梦徵，唐舒州人，七十余岁中进士，善诗，有诗集。
有一事起就有一害生，所以达观者常以无事为福。前人曹松诗说：“我奉劝阁下还是不要谈封侯拜相的事，因为名将的战功都是千万人的头颅所堆成的。”古人又说：“要想天下永远太平无事，只有把所有的兵器都收藏在仓库中。”当读完这两首诗后，即使本来有奋发的雄心壮志，也不由得立刻变成冰雪一般的冷寂。
孔子说：有六种好品德，如果不是好学深思的人，就容易带来六种弊端：心地仁厚，流弊是易受人愚弄；广知博览，流弊是四处涉猎而无所归宿；轻信的流弊是滥用心计或妄触法网；太直率的流弊是容易伤害人；一味勇敢的流弊是闯祸；一味刚强的流弊是胆大妄为。只有不断学习，才能发扬六种好品德而克服六种弊端。
“六言六弊”是古时候的一个成语。六言就是六个字，即：仁、知、信、直、刚、勇，是六种好品德或好名声。事物是辩证的，一长必有一短，优点同时也就是缺点。尢其是如果没有一定的学问，不明白六种好品德之所以成为好品德的原因，就必然会带来六个方面的问题。
>意所偶会便成佳境，物出天然才见真机，若加一分调停布置，趣意便减矣。白氏云：“意随无事适，风逐自然清。”有味哉，其言之也！
>（真机：真正的机用。白氏：唐代诗人白居易。）
事情偶然遇上合乎己意就是成了最佳境界，东西出于天然才能看出造物者的天工，假如加上一分人工的修饰，就大大减低了天然趣味。所以白居易的诗说：“意念听任无为才能使身心舒畅，风要起于自然才能感到凉爽。”这两句诗真是值得回味的至理名言。
物贵天然，人贵自然。老子于为人处世上同样强调自然无为，不管干什么要因任自然规律，不以人为的方式去扰乱它；同样，自然无为也是他的审美标准，一切违背自然的必定就是丑恶的。
由此而产生的联想很多。孔子有个孙子叫做子思，他有次晋见齐王，齐王的嬖臣美须秀眉，站立两侧，齐王指着笑道：“若颜貌可以互换，寡人不惜以眉须换与先生。”子思回答：“这可不是我所希望的。我希望君王修礼义、富百姓，使我能寄妻儿于齐国境内。昔日尧帝身长十尺，眉生八彩，是圣人；舜帝身长八尺，有奇貌，无须，也是圣人；禹汤文武及周公，或臂折，或背偻，同样是圣人。人之贤圣在德，岂在乎貌？我只患德之不昭，不病鬓毛之不茂。”人的外貌是天然生成的，岂可任意造作和修为，可修为的只有“德”啊。
祥蕊和尚有一次出寺访问一位酿酒商。两人以前就是朋友，所以酿酒商好好款待了祥蕊一顿，并留下他住宿。第二天早晨，祥蕊欢欢喜喜说：“你这地方没有蚊虫，真是太好了，昨夜睡得真香，好久没睡这么香了。”“都到冬月了，难道还有蚊虫吗？”酿酒商觉得挺奇怪，问祥蕊：“你那里还有蚊虫吗？”“还有。”正好当天酿酒商要出门办事，他就伴着祥蕊同行回去，晚上暂住在寺里。只见僧房内，尘土扑鼻，经书和家俱都乱糟糟地摆着，房中挂有蚊帐。酿酒商掀起蚊帐，扇了两三下，就有好几只蚊子从帐子中飞出来。这则故事说明和尚好自在呀！物贵天然，人贵自然，这种不加任何雕琢造作的境界，也许就是本来面目的真实体现吧！当然，这里只能从意义上去抽象地理解，但不能从具体形式上去盲目仿效。
牛顿的伟大似乎已毋庸置疑，有人认为，如果当时有诺贝尔奖，那么牛顿至少能得三次：万有引力定律、光学和化学的贡献，另外由于他在微积分上的造诣，还能得一次菲尔兹奖（数学最高奖），但事实果真如此吗，长久以来，一直有史学家在质疑牛顿的成就和贡献。
[img class="border"[2014-07-09-01.jpg]]
[img class="border"[2014-07-09-02.jpg]]
牛顿最重要的贡献就是发现了万有引力定律，但这并非牛顿一个人的功劳。胡克早于牛顿发现了“引力大小与距离的平方成反比”现象，而当时牛顿甚至错误的认为引力大小不随距离变化，胡克之后将自己的发现和感想在信中与牛顿进行了讨论，并纠正了后者的错误概念。
[img class="border"[2014-07-09-03.jpg]]
但后来牛顿不承认自己曾得到过胡克的帮助，这使得胡克非常恼怒，胡克告诉牛顿的好友哈雷，暗示自己完成了引力定律的公式推导，哈雷将此事告知牛顿，牛顿表示他早就证明了这个定律，并完成了草稿，哈雷深知此书的价值，力促该书的出版，这就是后来的《自然哲学的数学原理》。
[img class="border"[2014-07-09-04.jpg]]
胡克要求牛顿在书中承认自己优先发现了平方反比定律，而牛顿认为万有引力完全是个人发现，作为回应，他将书中大部分涉及胡克的引用统统删掉，《原理》出版
后，牛顿的名声如日中天，在他强大话语权的压力下，建树颇丰、涉猎甚广并被称为“英国达尔文”的胡克，其功绩至死也没得到承认。
[img class="border"[2014-07-09-05.jpg]]
在胡克去世后，已成为英国皇家科学院院长的牛顿，将皇家学会的胡克实验室和胡克图书馆解散。胡克的所有研究成果、研究资料和实验仪器也被分散或者销毁，牛顿甚至下令销毁胡克的画像，所以人们至今都不知道胡克的真实容貌。
[img class="border"[2014-07-09-06.jpg]]
牛顿无疑是个天才，他在科学上的贡献，绝大部分都是在30岁之前完成的，但也仅此而已了。他后半生的大部分时间基本是在整理自己的著作、倾轧同行、研究神学理论和荒诞不经的炼金术中度过的，推动科学进步的贡献寥寥无几。
[img class="border"[2014-07-09-07.jpg]]
早在1670年，牛顿就开始研究光学，并取得了一定成就，但他错误的支持了光的粒子说，胡克批评了他的错误观点，这使得牛顿非常不满（这也是两人交恶的开
始）。1704年，牛顿著成《光学》一书，详述了光的粒子说，由于牛顿此时的威望已今非昔比，因此光的波动学说受到压制。
[img class="border"[2014-07-09-08.jpg]]
牛顿在光学领域的错误观点极大阻碍了光学理论的进步，他对波动学说的错误打压使得光学在百年之后才回到正确的发展轨道上去，图为牛顿首先发现的“牛顿环”现象，是波动学说的有力证据。
[img class="border"[2014-07-09-09.jpg]]
牛顿从小就具备了异于常人的数学天赋，他很早就注意到了“微积分”这一数学方法的重要性，有专家认为胡克之所以没能先于牛顿公布引力定律就是因为自己的数学造诣远逊牛顿。但在微积分学发现权的争夺上，牛顿表现出了近乎疯狂的执拗。
[img class="border"[2014-07-09-10.jpg]]
对于同时微积分发现者的莱布尼茨，牛顿声称自己先于莱布尼茨得出了他的方法，但当时牛顿几乎没有发表过任何内容，而期间莱布尼茨已发表了微积分学的完整叙述。而莱布尼茨的符号“微分法”被欧洲大陆全面采用，因为牛顿的原因，英国知道一百多年之后才接受了该方法。
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1699年，英国皇家学会的成员们纷纷指控莱布尼茨剽窃了牛顿的成果，争论全面爆发。气候皇家学会发布了调查声明，宣布牛顿才是真正的发现者，莱布尼茨被
斥为骗子。但后来，人们发现该调查中评论莱布尼茨的结语就是牛顿本人写成。这场争论破坏了两人的学术生活，直到后者去世。
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1696年，牛顿经过财政大臣的提携到皇家铸币厂做监管，他做的十分尽职，通过告密者以及严密的监视，捣毁了一大批伪币厂并抓获了大批伪币制造者，等待他们的是残酷的死刑——车裂。
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1705年，英国女王授予牛顿爵士身份，让人尴尬的是，这项荣誉与他早年在科学上的贡献无关，而只是为了奖励他在铸币厂的优异表现。他还担任过国会议员，但是他唯一有记录的议案是抱怨议会厅的寒冷气流并要求关闭窗户。
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牛顿后半生写了至少一百五十余万字的神学著作，牛顿认为万有引力的第一推动力是上帝的力量，他还仔细研究了《圣经》当中的末日理论，并撰写了大量但却百无一用的研究手稿。
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“如果我比别人看得更远，那是因为我站在巨人的肩上”。有观点认为牛顿是一个谦逊的人，这句话出自牛顿写给胡可的一封信中，当时两人正因为光学研究的问题互相攻击，因此这句名言其实是对胡克的嘲弄（传言胡克身材矮小且其貌不扬）。
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在微积分发现权的争论中，欧洲大陆的一些科学家质疑牛顿的成就被过分夸大，牛顿的回应是：“我仅仅是一个在海边嬉戏的顽童，为时不时发现一粒光滑的石子或一片可爱的贝壳而欢喜，可与此同时对我面前的伟大的真理的海洋熟视无睹。”嘲笑他们的贡献还不如“石子、贝壳”。
[img class="border"[2014-07-09-17.jpg]]
牛顿一生未婚，性格乖张，据常年在他身边的人回忆，牛顿在人前只笑过两次，其中一次还是嘲笑：有人问他，欧几里得的《几何原本》那么老朽，不知道还有什么价值。牛顿闻听放声大笑。
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如果牛顿有什么挚友的话，那么天文学家哈雷算是绝无仅有的一个了，是哈雷主动找到牛顿请他解决行星椭圆运行轨道问题，牛顿因此写出《原理》一书，哈雷又力促此书出版，当出版商资金匮乏时，哈雷自掏腰包资助（图为哈雷彗星）。
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但后来哈雷谋求牛津大学的天文学教授职位时（以哈雷在天文学上的造诣完全有资格获得此职位），面对重重阻力，当时已经声名鹊起的牛顿不仅没有助哈雷一臂之力，反而支持另外一位人选，最终哈雷落选并对此极度失望。
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牛顿于1727年3月31日死于伦敦，被国葬于威斯敏斯特教堂，成为史上第一个获得国葬的自然科学家。在他死后，在牛顿身体内发现了大量水银，可能是他研究炼金术所导致的。
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